abcmiz_0.abs, type;ABCMIZ_0:mode.0:1type45,1987 Noetherian;ABCMIZ_0:attr.1:1Noetherian50,2057 Noetherian;ABCMIZ_0:attr.1:2Noetherian62,2259 Mizar-widening-like;ABCMIZ_0:attr.2:3Mizar-widening-like72,2479 AdjectiveStr;ABCMIZ_0:struct.1:1AdjectiveStr102,3103 void;ABCMIZ_0:attr.4:4void108,3228 adjective;ABCMIZ_0:mode.0:2adjective112,3302 non-;ABCMIZ_0:func.1:1non-122,3584 involutive;ABCMIZ_0:attr.5:5involutive134,3901 without_fixpoints;ABCMIZ_0:attr.6:6without_fixpoints138,3999 TA-structure;ABCMIZ_0:struct.2:2TA-structure167,4856 adjs;ABCMIZ_0:func.2:2adjs198,5638 consistent;ABCMIZ_0:attr.8:7consistent210,5966 adj-structured;ABCMIZ_0:attr.9:8adj-structured223,6317 adj-structured;ABCMIZ_0:attr.9:9adj-structured236,6728 types;ABCMIZ_0:func.3:3types250,7138 types;ABCMIZ_0:func.4:4types260,7371 adjs-typed;ABCMIZ_0:attr.10:10adjs-typed294,8475 is_applicable_to;ABCMIZ_0:pred.1:1is_applicable_to333,9591 is_applicable_to;ABCMIZ_0:pred.2:2is_applicable_to343,9803 ast;ABCMIZ_0:func.5:5ast358,10266 ast;ABCMIZ_0:func.6:6ast406,12256 apply;ABCMIZ_0:func.7:7apply419,12654 ast;ABCMIZ_0:func.8:8ast447,13580 is_applicable_to;ABCMIZ_0:pred.3:3is_applicable_to492,15280 sub;ABCMIZ_0:func.9:9sub612,20605 TAS-structure;ABCMIZ_0:struct.3:3TAS-structure620,20786 sub;ABCMIZ_0:func.10:10sub633,21225 non-absorbing;ABCMIZ_0:attr.12:11non-absorbing640,21363 subjected;ABCMIZ_0:attr.13:12subjected643,21473 non-absorbing;ABCMIZ_0:attr.12:13non-absorbing652,21743 is_properly_applicable_to;ABCMIZ_0:pred.4:4is_properly_applicable_to661,21971 is_properly_applicable_to;ABCMIZ_0:pred.5:5is_properly_applicable_to671,22223 is_properly_applicable_to;ABCMIZ_0:pred.6:6is_properly_applicable_to709,23748 commutative;ABCMIZ_0:attr.14:14commutative743,24960 @-->;ABCMIZ_0:func.11:11@-->770,25955 radix;ABCMIZ_0:func.12:12radix860,29665 abcmiz_1.abs, Subset;ABCMIZ_1:mode.0:1Subset82,3387 FinSequence;ABCMIZ_1:mode.0:2FinSequence83,3441 varcl;ABCMIZ_1:func.1:1varcl106,4161 Vars;ABCMIZ_1:func.2:2Vars146,5141 variable;ABCMIZ_1:mode.0:3variable205,6809 vars;ABCMIZ_1:func.0:3vars215,6946 vars;ABCMIZ_1:func.3:4vars220,7010 dom;ABCMIZ_1:func.0:5dom240,7440 QuasiLoci;ABCMIZ_1:func.4:6QuasiLoci244,7484 quasi-loci;ABCMIZ_1:mode.0:4quasi-loci258,7792 ";ABCMIZ_1:func.5:7"296,8887 a_Type;ABCMIZ_1:func.6:8a_Type302,8987 an_Adj;ABCMIZ_1:func.7:9an_Adj305,9031 a_Term;ABCMIZ_1:func.8:10a_Term308,9075 *;ABCMIZ_1:func.9:11*311,9119 non_op;ABCMIZ_1:func.10:12non_op314,9158 constructor;ABCMIZ_1:attr.1:1constructor325,9359 MinConstrSign;ABCMIZ_1:func.11:13MinConstrSign343,9861 ConstructorSignature;ABCMIZ_1:mode.0:5ConstructorSignature358,10124 constructor;ABCMIZ_1:attr.2:2constructor368,10367 initialized;ABCMIZ_1:attr.3:3initialized381,10667 a_Type;ABCMIZ_1:func.12:14a_Type391,10933 an_Adj;ABCMIZ_1:func.13:15an_Adj394,11004 a_Term;ABCMIZ_1:func.14:16a_Term397,11075 non_op;ABCMIZ_1:func.15:17non_op400,11146 ast;ABCMIZ_1:func.16:18ast403,11217 Modes;ABCMIZ_1:func.17:19Modes415,11531 Attrs;ABCMIZ_1:func.18:20Attrs418,11604 Funcs;ABCMIZ_1:func.19:21Funcs421,11677 Constructors;ABCMIZ_1:func.20:22Constructors433,11876 `1;ABCMIZ_1:func.21:23`1443,12084 `2;ABCMIZ_1:func.22:24`2444,12119 kind_of;ABCMIZ_1:func.0:25kind_of449,12209 kind_of;ABCMIZ_1:func.23:26kind_of454,12291 `2;ABCMIZ_1:func.24:27`2455,12357 loci_of;ABCMIZ_1:func.25:28loci_of460,12464 index_of;ABCMIZ_1:func.26:29index_of463,12530 MaxConstrSign;ABCMIZ_1:func.27:30MaxConstrSign475,12794 MSVars;ABCMIZ_1:func.28:31MSVars502,13423 ground;ABCMIZ_1:attr.4:4ground527,14059 compound;ABCMIZ_1:attr.5:5compound530,14136 expression;ABCMIZ_1:mode.0:6expression543,14399 expression;ABCMIZ_1:mode.1:7expression548,14484 term;ABCMIZ_1:func.29:32term561,14766 term;ABCMIZ_1:func.30:33term578,15273 term;ABCMIZ_1:func.31:34term618,16335 OperSymbol;ABCMIZ_1:mode.2:8OperSymbol642,16926 non_op;ABCMIZ_1:func.32:35non_op649,17074 ast;ABCMIZ_1:func.33:36ast650,17126 QuasiTerms;ABCMIZ_1:func.34:37QuasiTerms662,17379 quasi-term;ABCMIZ_1:mode.0:9quasi-term674,17611 -term;ABCMIZ_1:func.35:38-term683,17781 -trm;ABCMIZ_1:func.36:39-trm710,18395 Non;ABCMIZ_1:func.37:40Non752,19593 positive;ABCMIZ_1:attr.6:6positive761,19767 negative;ABCMIZ_1:attr.7:7negative778,20065 regular;ABCMIZ_1:attr.8:8regular817,20938 QuasiAdjs;ABCMIZ_1:func.38:41QuasiAdjs836,21298 quasi-adjective;ABCMIZ_1:mode.0:10quasi-adjective848,21504 pure;ABCMIZ_1:attr.9:9pure900,22863 QuasiTypes;ABCMIZ_1:func.39:42QuasiTypes926,23475 quasi-type;ABCMIZ_1:mode.3:11quasi-type938,23634 ast;ABCMIZ_1:func.0:43ast979,24741 ast;ABCMIZ_1:func.40:44ast984,24800 adjs;ABCMIZ_1:func.0:45adjs994,24925 the_base_of;ABCMIZ_1:func.0:46the_base_of995,24951 adjs;ABCMIZ_1:func.41:47adjs1000,25012 the_base_of;ABCMIZ_1:func.42:48the_base_of1001,25061 ast;ABCMIZ_1:func.43:49ast1024,25625 variables_in;ABCMIZ_1:func.44:50variables_in1061,26644 variables_in;ABCMIZ_1:func.45:51variables_in1071,26915 vars;ABCMIZ_1:func.46:52vars1083,27106 variables_in;ABCMIZ_1:func.47:53variables_in1148,29050 vars;ABCMIZ_1:func.48:54vars1163,29351 ground;ABCMIZ_1:attr.10:10ground1197,30276 VarPoset;ABCMIZ_1:func.49:55VarPoset1237,31106 vars-function;ABCMIZ_1:func.50:56vars-function1282,32140 smooth;ABCMIZ_1:attr.11:11smooth1290,32339 with_an_operation_for_each_sort;ABCMIZ_1:attr.12:12with_an_operation_for_each_sort1326,33411 with_missing_variables;ABCMIZ_1:attr.13:13with_missing_variables1331,33575 Terminals;ABCMIZ_1:func.51:57Terminals1372,34643 NonTerminals;ABCMIZ_1:func.52:58NonTerminals1373,34687 term-transformation;ABCMIZ_1:mode.4:12term-transformation1464,37904 substitution;ABCMIZ_1:attr.14:14substitution1493,38904 IFIN;ABCMIZ_1:func.53:59IFIN1534,40392 valuation;ABCMIZ_1:mode.0:13valuation1539,40501 irrelevant;ABCMIZ_1:attr.15:15irrelevant1545,40647 relevant;ABCMIZ_1:attr.15:16relevant1555,40862 idval;ABCMIZ_1:func.54:60idval1571,41210 #;ABCMIZ_1:func.55:61#1595,41782 at;ABCMIZ_1:func.56:62at1621,42530 at;ABCMIZ_1:func.57:63at1630,42706 at;ABCMIZ_1:func.58:64at1639,42841 at;ABCMIZ_1:func.59:65at1683,43938 at;ABCMIZ_1:func.60:66at1689,44047 at;ABCMIZ_1:func.61:67at1707,44435 at;ABCMIZ_1:func.62:68at1716,44605 at;ABCMIZ_1:func.63:69at1741,45310 at;ABCMIZ_1:func.64:70at1768,46042 at;ABCMIZ_1:func.65:71at1784,46511 abcmiz_a.abs, standardized;ABCMIZ_A:attr.1:1standardized86,3473 loci_of;ABCMIZ_A:func.1:1loci_of110,4085 expression;ABCMIZ_A:mode.0:1expression274,9064 valuation;ABCMIZ_A:mode.0:2valuation275,9114 quasi-adjective;ABCMIZ_A:mode.0:3quasi-adjective276,9162 QuasiAdjs;ABCMIZ_A:func.2:2QuasiAdjs277,9222 quasi-term;ABCMIZ_A:mode.0:4quasi-term281,9347 QuasiTerms;ABCMIZ_A:func.3:3QuasiTerms282,9397 quasi-type;ABCMIZ_A:mode.0:5quasi-type286,9524 QuasiTypes;ABCMIZ_A:func.4:4QuasiTypes287,9574 Modes;ABCMIZ_A:func.5:5Modes303,9787 Attrs;ABCMIZ_A:func.6:6Attrs304,9846 Funcs;ABCMIZ_A:func.7:7Funcs305,9905 set-constr;ABCMIZ_A:func.8:8set-constr312,10067 subexpression;ABCMIZ_A:mode.1:6subexpression342,10903 constrs;ABCMIZ_A:func.9:9constrs345,10992 main-constr;ABCMIZ_A:func.10:10main-constr348,11114 args;ABCMIZ_A:func.11:11args352,11250 constructor;ABCMIZ_A:attr.2:2constructor371,11721 arity-rich;ABCMIZ_A:attr.3:3arity-rich413,12549 nullary;ABCMIZ_A:attr.4:4nullary419,12779 unary;ABCMIZ_A:attr.5:5unary422,12845 binary;ABCMIZ_A:attr.6:6binary425,12912 term;ABCMIZ_A:func.12:12term498,14852 @;ABCMIZ_A:func.13:13@503,14963 @;ABCMIZ_A:func.14:14@510,15091 set-type;ABCMIZ_A:func.15:15set-type521,15288 args;ABCMIZ_A:func.16:16args531,15539 base_exp_of;ABCMIZ_A:func.17:17base_exp_of539,15727 constrs;ABCMIZ_A:func.18:18constrs569,16578 matches_with;ABCMIZ_A:pred.1:1matches_with587,17086 matches_with;ABCMIZ_A:pred.2:2matches_with600,17422 matches_with;ABCMIZ_A:pred.3:3matches_with614,17761 unifies;ABCMIZ_A:pred.4:4unifies630,18207 are_unifiable;ABCMIZ_A:pred.5:5are_unifiable642,18498 are_weakly-unifiable;ABCMIZ_A:pred.6:6are_weakly-unifiable652,18719 is_a_unification_of;ABCMIZ_A:pred.7:7is_a_unification_of672,19237 is_a_general-unification_of;ABCMIZ_A:pred.8:8is_a_general-unification_of688,19719 even;ABCMIZ_A:attr.7:7even720,20766 type-distribution;ABCMIZ_A:mode.2:7type-distribution728,20927 abian.abs, even;ABIAN:attr.1:1even40,1623 odd;ABIAN:attr.1:2odd48,1712 even;ABIAN:attr.1:3even53,1790 iter;ABIAN:func.1:1iter143,3179 is_a_fixpoint_of;ABIAN:pred.1:1is_a_fixpoint_of157,3516 is_a_fixpoint_of;ABIAN:pred.2:2is_a_fixpoint_of165,3675 with_fixpoint;ABIAN:attr.2:4with_fixpoint173,3783 without_fixpoints;ABIAN:attr.2:5without_fixpoints181,3899 covering;ABIAN:attr.3:6covering186,4008 =_;ABIAN:func.2:2=_207,4445 absvalue.abs, |.;ABSVALUE:func.0:1|.32,1195 sgn;ABSVALUE:func.1:2sgn81,2205 sgn;ABSVALUE:func.2:3sgn95,2404 aff_1.abs, LIN;AFF_1:pred.1:1LIN31,1013 Line;AFF_1:func.1:1Line86,2222 Line;AFF_1:func.2:2Line96,2380 being_line;AFF_1:attr.1:1being_line114,2748 //;AFF_1:pred.2:2//145,3478 //;AFF_1:pred.3:3//153,3593 //;AFF_1:pred.4:4//224,5425 //;AFF_1:pred.5:5//232,5539 aff_2.abs, satisfying_PPAP;AFF_2:attr.1:1satisfying_PPAP31,998 Pappian;AFF_2:attr.2:2Pappian41,1263 satisfying_PAP_1;AFF_2:attr.3:3satisfying_PAP_152,1616 Desarguesian;AFF_2:attr.4:4Desarguesian63,1961 satisfying_DES_1;AFF_2:attr.5:5satisfying_DES_175,2332 satisfying_DES_2;AFF_2:attr.6:6satisfying_DES_287,2691 Moufangian;AFF_2:attr.7:7Moufangian97,3042 satisfying_TDES_1;AFF_2:attr.8:8satisfying_TDES_1108,3348 satisfying_TDES_2;AFF_2:attr.9:9satisfying_TDES_2118,3618 satisfying_TDES_3;AFF_2:attr.10:10satisfying_TDES_3128,3888 translational;AFF_2:attr.11:11translational138,4172 satisfying_des_1;AFF_2:attr.12:12satisfying_des_1149,4517 satisfying_pap;AFF_2:attr.13:13satisfying_pap160,4860 satisfying_pap_1;AFF_2:attr.14:14satisfying_pap_1171,5169 aff_3.abs, satisfying_DES1;AFF_3:attr.1:1satisfying_DES131,1038 satisfying_DES1_1;AFF_3:attr.2:2satisfying_DES1_143,1468 satisfying_DES1_2;AFF_3:attr.3:3satisfying_DES1_255,1900 satisfying_DES1_3;AFF_3:attr.4:4satisfying_DES1_367,2333 satisfying_DES2;AFF_3:attr.5:5satisfying_DES280,2776 satisfying_DES2_1;AFF_3:attr.6:6satisfying_DES2_192,3175 satisfying_DES2_2;AFF_3:attr.7:7satisfying_DES2_2104,3568 satisfying_DES2_3;AFF_3:attr.8:8satisfying_DES2_3116,3967 aff_4.abs, Plane;AFF_4:func.1:1Plane77,2479 being_plane;AFF_4:attr.1:1being_plane84,2598 *;AFF_4:func.2:2*147,4551 '||';AFF_4:pred.1:1'||'174,5097 is_coplanar;AFF_4:pred.2:2is_coplanar220,6333 +;AFF_4:func.3:3+315,9312 afinsq_1.abs, XFinSequence;AFINSQ_1:mode.0:1XFinSequence61,2153 len;AFINSQ_1:func.0:1len71,2308 len;AFINSQ_1:func.1:2len79,2415 dom;AFINSQ_1:func.2:3dom84,2481 XFinSequence;AFINSQ_1:mode.0:2XFinSequence127,3453 <%;AFINSQ_1:func.3:4<%165,4286 <%>;AFINSQ_1:func.4:5<%>175,4430 ^;AFINSQ_1:func.0:6^186,4580 <%;AFINSQ_1:func.5:7<%252,5846 <%;AFINSQ_1:func.6:8<%274,6215 <%;AFINSQ_1:func.7:9<%278,6286 ^omega;AFINSQ_1:func.8:10^omega374,8216 Replace;AFINSQ_1:func.0:11Replace399,8679 FS2XFS;AFINSQ_1:func.9:12FS2XFS508,11706 XFS2FS;AFINSQ_1:func.10:13XFS2FS517,11909 FS2XFS*;AFINSQ_1:func.11:14FS2XFS*532,12276 XFS2FS*;AFINSQ_1:func.12:15XFS2FS*549,12652 initial;AFINSQ_1:attr.1:1initial563,12971 Down;AFINSQ_1:func.13:16Down646,14949 ^;AFINSQ_1:func.14:17^653,15099 ^;AFINSQ_1:func.15:18^658,15205 <%;AFINSQ_1:func.16:19<%703,16153 afinsq_2.abs, Rev;AFINSQ_2:func.1:1Rev121,3894 /^;AFINSQ_2:func.2:2/^139,4225 mid;AFINSQ_2:func.3:3mid183,5048 Sgm0;AFINSQ_2:func.4:4Sgm0217,5735 0_goto;AMI_3:func.9:9>0_goto113,3224 dl.;AMI_3:func.10:10dl.173,4881 .-->;AMI_3:func.11:11.-->190,5154 -->;AMI_3:func.12:12-->196,5271 ami_4.abs, Euclide-Algorithm;AMI_4:func.1:1Euclide-Algorithm38,1548 Euclide-Function;AMI_4:func.2:2Euclide-Function112,3729 amistd_1.abs, jump-only;AMISTD_1:attr.1:1jump-only70,2960 jump-only;AMISTD_1:attr.2:2jump-only82,3286 NIC;AMISTD_1:func.1:1NIC92,3498 JUMP;AMISTD_1:func.2:2JUMP107,3839 SUCC;AMISTD_1:func.3:3SUCC114,3978 standard;AMISTD_1:attr.3:3standard138,4526 STC;AMISTD_1:func.4:4STC157,5000 sequential;AMISTD_1:attr.4:4sequential243,7283 really-closed;AMISTD_1:attr.5:5really-closed274,8234 paraclosed;AMISTD_1:attr.6:6paraclosed284,8545 parahalting;AMISTD_1:attr.7:7parahalting296,8945 amistd_2.abs, with_explicit_jumps;AMISTD_2:attr.1:1with_explicit_jumps52,2436 with_explicit_jumps;AMISTD_2:attr.2:2with_explicit_jumps61,2638 IC-relocable;AMISTD_2:attr.3:3IC-relocable191,5955 IC-relocable;AMISTD_2:attr.4:4IC-relocable202,6247 amistd_3.abs, LocSeq;AMISTD_3:func.1:1LocSeq56,2094 ExecTree;AMISTD_3:func.2:2ExecTree81,2737 amistd_4.abs, +*;AMISTD_4:func.1:1+*45,1841 with_non_trivial_Instructions;AMISTD_4:attr.1:1with_non_trivial_Instructions66,2543 with_non_trivial_ObjectKinds;AMISTD_4:attr.2:2with_non_trivial_ObjectKinds75,2752 Output;AMISTD_4:func.2:2Output131,4146 Out_\_Inp;AMISTD_4:func.3:3Out_\_Inp143,4437 Out_U_Inp;AMISTD_4:func.4:4Out_U_Inp149,4631 Input;AMISTD_4:func.5:5Input162,4975 amistd_5.abs, relocable;AMISTD_5:attr.1:1relocable60,2693 relocable;AMISTD_5:attr.2:2relocable77,3171 IC-recognized;AMISTD_5:attr.3:3IC-recognized92,3566 CurIns-recognized;AMISTD_5:attr.4:4CurIns-recognized180,5974 relocable1;AMISTD_5:attr.5:5relocable1270,8821 relocable2;AMISTD_5:attr.6:6relocable2282,9291 -halting;AMISTD_5:attr.7:7-halting359,11923 ami_wstd.abs, <=;AMI_WSTD:pred.1:1<=56,2386 InsLoc-antisymmetric;AMI_WSTD:attr.1:1InsLoc-antisymmetric70,2699 weakly_standard;AMI_WSTD:attr.2:2weakly_standard78,2844 il.;AMI_WSTD:func.1:1il.125,4268 locnum;AMI_WSTD:func.2:2locnum145,4775 locnum;AMI_WSTD:func.3:3locnum155,4989 +;AMI_WSTD:func.4:4+187,5764 NextLoc;AMI_WSTD:func.5:5NextLoc208,6278 sequential;AMI_WSTD:attr.3:3sequential243,7237 para-closed;AMI_WSTD:attr.4:4para-closed275,8279 lower;AMI_WSTD:attr.5:5lower299,9138 LastLoc;AMI_WSTD:func.6:6LastLoc343,10374 halt-ending;AMI_WSTD:attr.6:6halt-ending394,11969 unique-halt;AMI_WSTD:attr.7:7unique-halt398,12045 pre-Macro;AMI_WSTD:mode.0:1pre-Macro437,13169 -';AMI_WSTD:func.7:7-'471,14135 analmetr.abs, Gen;ANALMETR:pred.1:1Gen38,1424 are_Ort_wrt;ANALMETR:pred.2:2are_Ort_wrt48,1597 are_Ort_wrt;ANALMETR:pred.3:3are_Ort_wrt108,3256 Orthogonality;ANALMETR:func.1:1Orthogonality117,3380 ParOrtStr;ANALMETR:struct.1:1ParOrtStr138,3934 _|_;ANALMETR:pred.4:4_|_153,4257 AMSpace;ANALMETR:func.2:2AMSpace161,4376 Af;ANALMETR:func.3:3Af179,4810 OrtAfSp-like;ANALMETR:attr.2:1OrtAfSp-like235,6209 OrtAfSp;ANALMETR:mode.0:1OrtAfSp252,6841 OrtAfPl-like;ANALMETR:attr.3:2OrtAfPl-like260,7012 OrtAfPl;ANALMETR:mode.0:2OrtAfPl276,7555 LIN;ANALMETR:pred.5:5LIN327,9357 Line;ANALMETR:func.4:4Line335,9446 being_line;ANALMETR:attr.4:3being_line346,9635 _|_;ANALMETR:pred.6:6_|_371,10344 _|_;ANALMETR:pred.7:7_|_380,10474 //;ANALMETR:pred.8:8//389,10600 //;ANALMETR:pred.9:9//423,11474 _|_;ANALMETR:pred.10:10_|_436,11697 analoaf.abs, //;ANALOAF:pred.1:1//36,1287 AffinStruct;ANALOAF:struct.1:1AffinStruct109,2986 //;ANALOAF:pred.2:2//123,3286 DirPar;ANALOAF:func.1:1DirPar131,3390 OASpace;ANALOAF:func.2:2OASpace142,3643 OAffinSpace-like;ANALOAF:attr.2:1OAffinSpace-like172,4893 OAffinSpace;ANALOAF:mode.0:1OAffinSpace190,5582 2-dimensional;ANALOAF:attr.3:22-dimensional209,6440 OAffinPlane;ANALOAF:mode.0:2OAffinPlane222,6738 analort.abs, Ortm;ANALORT:func.1:1Ortm37,1337 Orte;ANALORT:func.2:2Orte69,2025 are_COrte_wrt;ANALORT:pred.1:1are_COrte_wrt98,2671 are_COrtm_wrt;ANALORT:pred.2:2are_COrtm_wrt102,2766 CORTE;ANALORT:func.3:3CORTE260,7778 CORTM;ANALORT:func.4:4CORTM270,8009 CESpace;ANALORT:func.5:5CESpace280,8240 CMSpace;ANALORT:func.6:6CMSpace294,8474 anproj_1.abs, are_Prop;ANPROJ_1:pred.1:1are_Prop37,1394 are_LinDep;ANPROJ_1:pred.2:2are_LinDep56,1729 Proportionality_as_EqRel_of;ANPROJ_1:func.1:1Proportionality_as_EqRel_of127,4079 Dir;ANPROJ_1:func.2:2Dir146,4572 ProjectivePoints;ANPROJ_1:func.3:3ProjectivePoints154,4704 ProjectiveCollinearity;ANPROJ_1:func.4:4ProjectiveCollinearity182,5290 ProjectiveSpace;ANPROJ_1:func.5:5ProjectiveSpace193,5581 anproj_2.abs, are_Prop_Vect;ANPROJ_2:pred.1:1are_Prop_Vect65,2676 lie_on_a_triangle;ANPROJ_2:pred.2:2lie_on_a_triangle73,2818 are_perspective;ANPROJ_2:pred.3:3are_perspective81,2988 lie_on_an_angle;ANPROJ_2:pred.4:4lie_on_an_angle106,3944 are_half_mutually_not_Prop;ANPROJ_2:pred.5:5are_half_mutually_not_Prop115,4160 up-3-dimensional;ANPROJ_2:attr.1:1up-3-dimensional230,9849 reflexive;ANPROJ_2:attr.0:2reflexive247,10204 transitive;ANPROJ_2:attr.0:3transitive252,10363 Vebleian;ANPROJ_2:attr.2:4Vebleian262,10612 at_least_3rank;ANPROJ_2:attr.3:5at_least_3rank268,10822 CollProjectiveSpace;ANPROJ_2:mode.0:1CollProjectiveSpace317,12092 Fanoian;ANPROJ_2:attr.4:6Fanoian323,12247 Desarguesian;ANPROJ_2:attr.5:7Desarguesian331,12617 Pappian;ANPROJ_2:attr.6:8Pappian340,13110 2-dimensional;ANPROJ_2:attr.7:92-dimensional353,13651 up-3-dimensional;ANPROJ_2:attr.7:10up-3-dimensional362,13861 at_most-3-dimensional;ANPROJ_2:attr.8:11at_most-3-dimensional367,13969 CollProjectivePlane;ANPROJ_2:mode.0:2CollProjectivePlane442,17100 aofa_000.abs, nin;AOFA_000:pred.0:1nin47,2382 is_a_unity_wrt;AOFA_000:pred.1:2is_a_unity_wrt68,2811 associative;AOFA_000:attr.1:1associative77,3050 unital;AOFA_000:attr.2:2unital83,3264 -->;AOFA_000:func.1:1-->94,3464 +*;AOFA_000:func.2:2+*131,4472 +*;AOFA_000:func.3:3+*148,4873 *;AOFA_000:func.4:4*155,5039 orbit;AOFA_000:func.5:5orbit161,5139 iter;AOFA_000:func.6:6iter185,5763 iter;AOFA_000:func.7:7iter198,6130 iter;AOFA_000:func.8:8iter227,7092 |^;AOFA_000:func.9:9|^279,8929 Generators;AOFA_000:func.10:10Generators340,11185 Generators;AOFA_000:func.11:11Generators390,12755 with_empty-instruction;AOFA_000:attr.3:3with_empty-instruction437,14401 with_catenation;AOFA_000:attr.4:4with_catenation443,14611 with_if-instruction;AOFA_000:attr.5:5with_if-instruction449,14814 with_while-instruction;AOFA_000:attr.6:6with_while-instruction455,15021 associative;AOFA_000:attr.7:7associative461,15231 unital;AOFA_000:attr.8:8unital470,15458 preIfWhileAlgebra;AOFA_000:mode.0:1preIfWhileAlgebra497,16487 Algorithm;AOFA_000:mode.0:2Algorithm510,16801 EmptyIns;AOFA_000:func.12:12EmptyIns519,17041 \;;AOFA_000:func.13:13\;537,17592 if-then-else;AOFA_000:func.14:14if-then-else557,18276 if-then;AOFA_000:func.15:15if-then565,18517 while;AOFA_000:func.16:16while577,18867 for-do;AOFA_000:func.17:17for-do585,19055 ElementaryInstructions;AOFA_000:func.18:18ElementaryInstructions592,19189 infinite;AOFA_000:attr.9:9infinite625,20386 degenerated;AOFA_000:attr.10:10degenerated629,20473 well_founded;AOFA_000:attr.11:11well_founded642,21127 ECIW-signature;AOFA_000:func.19:19ECIW-signature649,21245 ECIW-strict;AOFA_000:attr.12:12ECIW-strict661,21584 IfWhileAlgebra;AOFA_000:mode.0:3IfWhileAlgebra811,26901 complying_with_empty-instruction;AOFA_000:attr.13:13complying_with_empty-instruction866,28934 complying_with_catenation;AOFA_000:attr.14:14complying_with_catenation870,29062 complies_with_if_wrt;AOFA_000:pred.2:3complies_with_if_wrt882,29399 complies_with_while_wrt;AOFA_000:pred.3:4complies_with_while_wrt888,29667 ExecutionFunction;AOFA_000:mode.1:4ExecutionFunction912,30530 iteration_terminates_for;AOFA_000:pred.4:5iteration_terminates_for938,31279 iteration-degree;AOFA_000:func.20:20iteration-degree952,31707 TerminatingPrograms;AOFA_000:func.21:21TerminatingPrograms1099,37758 absolutely-terminating;AOFA_000:attr.15:15absolutely-terminating1130,39219 is_terminating_wrt;AOFA_000:pred.5:6is_terminating_wrt1144,39608 is_terminating_wrt;AOFA_000:pred.6:7is_terminating_wrt1157,39918 is_invariant_wrt;AOFA_000:pred.7:8is_invariant_wrt1162,40065 aofa_i00.abs, \;AOFA_I00:func.1:1\47,2187 Variable;AOFA_I00:mode.1:1Variable60,2510 *;AOFA_I00:func.0:2*69,2667 div;AOFA_I00:func.2:3div74,2745 mod;AOFA_I00:func.3:4mod79,2909 leq;AOFA_I00:func.4:5leq84,3073 gt;AOFA_I00:func.5:6gt89,3240 eq;AOFA_I00:func.6:7eq94,3406 +;AOFA_I00:func.7:8+105,3673 -;AOFA_I00:func.8:9-109,3787 *;AOFA_I00:func.9:10*112,3901 div;AOFA_I00:func.10:11div121,4082 mod;AOFA_I00:func.11:12mod122,4129 leq;AOFA_I00:func.12:13leq123,4176 gt;AOFA_I00:func.13:14gt124,4224 eq;AOFA_I00:func.14:15eq125,4271 -;AOFA_I00:func.15:16-131,4396 +;AOFA_I00:func.16:17+135,4521 **;AOFA_I00:func.17:18**150,4825 **;AOFA_I00:func.18:19**163,5268 Enumeration;AOFA_I00:mode.0:2Enumeration187,6008 Denumeration;AOFA_I00:mode.0:3Denumeration188,6074 ";AOFA_I00:func.19:20"216,6943 ";AOFA_I00:func.20:21"222,7047 INT-Variable;AOFA_I00:mode.0:4INT-Variable236,7393 INT-Expression;AOFA_I00:mode.0:5INT-Expression237,7451 INT-Array;AOFA_I00:mode.0:6INT-Array238,7513 is_assignment_wrt;AOFA_I00:pred.1:1is_assignment_wrt249,7758 form_assignment_wrt;AOFA_I00:pred.2:2form_assignment_wrt264,8187 INT-Variable;AOFA_I00:mode.2:7INT-Variable278,8582 INT-Expression;AOFA_I00:mode.3:8INT-Expression289,8926 .;AOFA_I00:func.21:22.298,9171 .;AOFA_I00:func.22:23.304,9276 .;AOFA_I00:func.23:24.313,9465 ^;AOFA_I00:func.24:25^322,9653 .;AOFA_I00:func.25:26.333,9898 Euclidean;AOFA_I00:attr.1:1Euclidean351,10421 Euclidean;AOFA_I00:attr.2:2Euclidean378,11638 INT-ElemIns;AOFA_I00:func.26:27INT-ElemIns387,11847 INT-Exec;AOFA_I00:mode.4:9INT-Exec393,12007 INT-ElemIns;AOFA_I00:func.27:28INT-ElemIns405,12399 INT-Exec;AOFA_I00:mode.5:10INT-Exec414,12608 INT-Exec;AOFA_I00:mode.6:11INT-Exec428,13087 -;AOFA_I00:func.28:29-504,15560 +;AOFA_I00:func.29:30+511,15698 -;AOFA_I00:func.30:31-512,15744 *;AOFA_I00:func.31:32*513,15790 -;AOFA_I00:func.32:33-519,15906 +;AOFA_I00:func.33:34+520,15954 (#);AOFA_I00:func.34:35(#)521,16002 div;AOFA_I00:func.35:36div527,16122 mod;AOFA_I00:func.36:37mod531,16266 leq;AOFA_I00:func.37:38leq535,16410 gt;AOFA_I00:func.38:39gt539,16561 eq;AOFA_I00:func.39:40eq548,16781 .;AOFA_I00:func.40:41.556,16995 ^;AOFA_I00:func.41:42^564,17119 ^;AOFA_I00:func.41:43^572,17245 .;AOFA_I00:func.42:44.578,17329 .;AOFA_I00:func.43:45.590,17569 :=;AOFA_I00:func.44:46:=599,17813 +=;AOFA_I00:func.45:47+=621,18381 *=;AOFA_I00:func.46:48*=624,18471 :=;AOFA_I00:func.47:49:=633,18654 :=;AOFA_I00:func.48:50:=642,18828 :=;AOFA_I00:func.49:51:=651,19003 :=;AOFA_I00:func.50:52:=659,19155 :=;AOFA_I00:func.51:53:=668,19326 swap;AOFA_I00:func.52:54swap677,19512 +=;AOFA_I00:func.53:55+=687,19718 *=;AOFA_I00:func.54:56*=690,19808 %=;AOFA_I00:func.55:57%=693,19900 /=;AOFA_I00:func.56:58/=696,19994 +=;AOFA_I00:func.57:59+=705,20173 *=;AOFA_I00:func.58:60*=708,20263 %=;AOFA_I00:func.59:61%=711,20353 /=;AOFA_I00:func.60:62/=714,20454 div;AOFA_I00:func.61:63div717,20555 :=;AOFA_I00:func.62:64:=726,20731 +=;AOFA_I00:func.63:65+=735,20914 *=;AOFA_I00:func.64:66*=738,21004 is_odd;AOFA_I00:func.65:67is_odd748,21262 is_even;AOFA_I00:func.66:68is_even752,21371 leq;AOFA_I00:func.67:69leq757,21519 gt;AOFA_I00:func.68:70gt760,21618 eq;AOFA_I00:func.69:71eq763,21715 geq;AOFA_I00:func.67:72geq773,21981 lt;AOFA_I00:func.68:73lt774,22016 leq;AOFA_I00:func.70:74leq782,22218 gt;AOFA_I00:func.71:75gt785,22315 geq;AOFA_I00:func.70:76geq795,22577 lt;AOFA_I00:func.71:77lt796,22612 is_odd;AOFA_I00:func.72:78is_odd804,22805 is_even;AOFA_I00:func.73:79is_even807,22901 leq;AOFA_I00:func.74:80leq811,23026 gt;AOFA_I00:func.75:81gt814,23123 geq;AOFA_I00:func.74:82geq824,23379 lt;AOFA_I00:func.75:83lt825,23414 leq;AOFA_I00:func.76:84leq834,23633 geq;AOFA_I00:func.77:85geq837,23732 gt;AOFA_I00:func.78:86gt840,23831 lt;AOFA_I00:func.79:87lt843,23928 /;AOFA_I00:func.80:88/846,24025 +=;AOFA_I00:func.81:89+=854,24172 *=;AOFA_I00:func.82:90*=857,24262 %=;AOFA_I00:func.83:91%=860,24352 /=;AOFA_I00:func.84:92/=863,24452 +;AOFA_I00:func.85:93+866,24552 *;AOFA_I00:func.86:94*869,24631 mod;AOFA_I00:func.87:95mod872,24712 div;AOFA_I00:func.88:96div875,24797 .;AOFA_I00:func.89:97.1105,34637 armstrng.abs, Maximal_in;ARMSTRNG:func.1:1Maximal_in59,2539 is_/\-irreducible_in;ARMSTRNG:pred.1:1is_/\-irreducible_in67,2696 is_/\-reducible_in;ARMSTRNG:pred.1:2is_/\-reducible_in76,2873 /\-IRR;ARMSTRNG:func.2:2/\-IRR81,2979 (B1);ARMSTRNG:attr.1:1(B1)102,3614 (B2);ARMSTRNG:attr.0:2(B2)110,3697 '&';ARMSTRNG:func.3:3'&'135,4375 DB-Rel;ARMSTRNG:struct.1:1DB-Rel158,5067 Subset-Relation;ARMSTRNG:mode.0:1Subset-Relation167,5296 Dependency-set;ARMSTRNG:mode.0:2Dependency-set168,5347 Dependencies;ARMSTRNG:func.4:4Dependencies178,5517 Dependency;ARMSTRNG:mode.0:3Dependency185,5645 Element;ARMSTRNG:mode.1:4Element195,5841 >|>;ARMSTRNG:pred.2:3>|>208,6217 holds_in;ARMSTRNG:pred.2:4holds_in216,6413 Dependency-str;ARMSTRNG:func.5:5Dependency-str221,6491 >=;ARMSTRNG:pred.3:5>=235,6892 <=;ARMSTRNG:pred.3:6<=244,7029 is_at_least_as_informative_as;ARMSTRNG:pred.3:7is_at_least_as_informative_as245,7058 [;ARMSTRNG:func.6:6[257,7412 Dependencies-Order;ARMSTRNG:func.7:7Dependencies-Order266,7611 (F2);ARMSTRNG:attr.0:3(F2)293,8393 (DC1);ARMSTRNG:attr.0:4(DC1)294,8434 (F1);ARMSTRNG:attr.3:5(F1)299,8535 (DC2);ARMSTRNG:attr.3:6(DC2)307,8680 (F3);ARMSTRNG:attr.4:7(F3)316,8946 (F4);ARMSTRNG:attr.5:8(F4)321,9085 full_family;ARMSTRNG:attr.6:9full_family338,9471 Full-family;ARMSTRNG:mode.0:5Full-family351,9664 (DC3);ARMSTRNG:attr.7:10(DC3)371,10181 Maximal_wrt;ARMSTRNG:func.8:8Maximal_wrt412,11223 ^|^;ARMSTRNG:pred.4:8^|^423,11501 (M1);ARMSTRNG:attr.8:11(M1)441,12042 (M2);ARMSTRNG:attr.9:12(M2)446,12180 (M3);ARMSTRNG:attr.10:13(M3)451,12337 saturated-subsets;ARMSTRNG:func.9:9saturated-subsets482,13451 closed_attribute_subset;ARMSTRNG:func.9:10closed_attribute_subset490,13655 deps_encl_by;ARMSTRNG:func.10:11deps_encl_by508,14166 enclosure_of;ARMSTRNG:func.11:12enclosure_of529,14948 Dependency-closure;ARMSTRNG:func.12:13Dependency-closure549,15729 is_generator-set_of;ARMSTRNG:pred.5:9is_generator-set_of576,16790 Tuple;ARMSTRNG:mode.0:6Tuple605,17774 candidate-keys;ARMSTRNG:func.13:14candidate-keys617,18109 (C1);ARMSTRNG:attr.0:14(C1)630,18473 without_proper_subsets;ARMSTRNG:attr.11:15without_proper_subsets635,18542 (C2);ARMSTRNG:attr.11:16(C2)643,18696 (DC4);ARMSTRNG:attr.12:17(DC4)667,19587 (DC5);ARMSTRNG:attr.13:18(DC5)672,19716 (DC6);ARMSTRNG:attr.14:19(DC6)677,19851 charact_set;ARMSTRNG:func.14:15charact_set697,20444 is_p_i_w_ncv_of;ARMSTRNG:pred.6:10is_p_i_w_ncv_of730,21729 arrow.abs, .;ARROW:func.1:1.36,1442 LinPreorders;ARROW:func.2:2LinPreorders54,1897 LinOrders;ARROW:func.3:3LinOrders69,2193 LinOrders;ARROW:func.3:4LinOrders83,2467 <=_;ARROW:pred.1:1<=_104,2916 >=_;ARROW:pred.1:2>=_112,3017 <_;ARROW:pred.1:3<_113,3052 >_;ARROW:pred.1:4>_114,3086 arytm_0.abs, +;ARYTM_0:func.1:1+57,1742 *;ARYTM_0:func.2:2*67,2215 opp;ARYTM_0:func.3:3opp84,2850 inv;ARYTM_0:func.4:4inv89,2939 [*;ARYTM_0:func.5:5[*107,3229 arytm_1.abs, -';ARYTM_1:func.1:1-'53,1346 -;ARYTM_1:func.2:2-88,2066 arytm_2.abs, DEDEKIND_CUTS;ARYTM_2:func.1:1DEDEKIND_CUTS31,1074 REAL+;ARYTM_2:func.2:2REAL+43,1338 DEDEKIND_CUT;ARYTM_2:func.3:3DEDEKIND_CUT62,1616 GLUED;ARYTM_2:func.4:4GLUED73,1875 <=';ARYTM_2:pred.1:1<='82,2090 <;ARYTM_2:pred.1:2<93,2359 +;ARYTM_2:func.5:5+98,2444 *';ARYTM_2:func.6:6*'108,2615 +;ARYTM_2:func.7:7+116,2777 *';ARYTM_2:func.8:8*'122,2931 arytm_3.abs, one;ARYTM_3:func.1:1one30,1032 are_relative_prime;ARYTM_3:pred.1:1are_relative_prime39,1161 divides;ARYTM_3:pred.2:2divides71,1810 lcm;ARYTM_3:func.2:2lcm101,2432 hcf;ARYTM_3:func.3:3hcf117,2765 RED;ARYTM_3:func.4:4RED149,3452 RAT+;ARYTM_3:func.5:5RAT+183,4141 numerator;ARYTM_3:func.6:6numerator221,4908 denominator;ARYTM_3:func.7:7denominator225,5024 /;ARYTM_3:func.8:8/248,5525 quotient;ARYTM_3:func.8:9quotient257,5702 +;ARYTM_3:func.9:10+286,6329 *';ARYTM_3:func.10:11*'291,6509 {};ARYTM_3:func.11:12{}309,6880 one;ARYTM_3:func.12:13one310,6919 <=';ARYTM_3:pred.3:3<='354,7712 <;ARYTM_3:pred.3:4<363,7855 asympt_0.abs, logbase;ASYMPT_0:attr.1:1logbase62,2367 eventually-nonnegative;ASYMPT_0:attr.2:2eventually-nonnegative79,2676 positive;ASYMPT_0:attr.3:3positive83,2778 eventually-positive;ASYMPT_0:attr.4:4eventually-positive87,2847 eventually-nonzero;ASYMPT_0:attr.5:5eventually-nonzero91,2945 eventually-nondecreasing;ASYMPT_0:attr.6:6eventually-nondecreasing95,3043 +;ASYMPT_0:func.1:1+116,3645 (#);ASYMPT_0:func.2:2(#)121,3792 +;ASYMPT_0:func.3:3+126,3945 +;ASYMPT_0:func.4:4+131,4092 max;ASYMPT_0:func.5:5max136,4195 majorizes;ASYMPT_0:pred.1:1majorizes155,4619 Big_Oh;ASYMPT_0:func.6:6Big_Oh188,5612 Big_Omega;ASYMPT_0:func.7:7Big_Omega252,8169 Big_Theta;ASYMPT_0:func.8:8Big_Theta296,10032 Big_Oh;ASYMPT_0:func.9:9Big_Oh342,12033 Big_Omega;ASYMPT_0:func.10:10Big_Omega351,12311 Big_Theta;ASYMPT_0:func.11:11Big_Theta360,12592 taken_every;ASYMPT_0:func.12:12taken_every373,13098 is_smooth_wrt;ASYMPT_0:pred.2:2is_smooth_wrt381,13282 smooth;ASYMPT_0:attr.7:7smooth389,13463 +;ASYMPT_0:func.13:13+423,14964 max;ASYMPT_0:func.14:14max432,15277 to_power;ASYMPT_0:func.15:15to_power449,15958 asympt_1.abs, seq_a^;ASYMPT_1:func.1:1seq_a^55,2527 seq_logn;ASYMPT_1:func.2:2seq_logn73,2875 seq_n^;ASYMPT_1:func.3:3seq_n^81,3018 seq_const;ASYMPT_1:func.4:4seq_const125,4099 seq_n!;ASYMPT_1:func.5:5seq_n!164,5104 POWEROF2SET;ASYMPT_1:func.6:6POWEROF2SET329,11201 Step1;ASYMPT_1:func.7:7Step1359,12496 autalg_1.abs, UAAut;AUTALG_1:func.1:1UAAut45,1699 UAAutComp;AUTALG_1:func.2:2UAAutComp69,2307 UAAutGroup;AUTALG_1:func.3:3UAAutGroup77,2459 MSFuncs;AUTALG_1:func.4:4MSFuncs146,4424 Element;AUTALG_1:mode.1:1Element170,4943 MSFunctionSet;AUTALG_1:mode.0:2MSFunctionSet188,5272 MSAAut;AUTALG_1:func.5:5MSAAut197,5497 MSAAutComp;AUTALG_1:func.6:6MSAAutComp226,6254 MSAAutGroup;AUTALG_1:func.7:7MSAAutGroup234,6413 autgroup.abs, Aut;AUTGROUP:func.1:1Aut42,1544 AutComp;AUTGROUP:func.2:2AutComp69,2265 AutGroup;AUTGROUP:func.3:3AutGroup77,2409 InnAut;AUTGROUP:func.4:4InnAut95,2840 InnAutGroup;AUTGROUP:func.5:5InnAutGroup125,3652 Conjugate;AUTGROUP:func.6:6Conjugate144,4126 bagorder.abs, -cut;BAGORDER:func.1:1-cut61,2644 Fin;BAGORDER:func.2:2Fin83,3256 non-increasing;BAGORDER:attr.1:1non-increasing111,4172 TotDegree;BAGORDER:func.3:3TotDegree137,4931 TermOrder;BAGORDER:mode.0:1TermOrder185,6323 LexOrder;BAGORDER:func.0:4LexOrder190,6400 admissible;BAGORDER:attr.2:2admissible196,6548 InvLexOrder;BAGORDER:func.4:5InvLexOrder222,7167 Graded;BAGORDER:func.5:6Graded244,7778 GrLexOrder;BAGORDER:func.6:7GrLexOrder259,8229 GrInvLexOrder;BAGORDER:func.7:8GrInvLexOrder262,8313 BlockOrder;BAGORDER:func.8:9BlockOrder293,9084 NaivelyOrderedBags;BAGORDER:func.9:10NaivelyOrderedBags308,9610 PosetMin;BAGORDER:func.10:11PosetMin331,10330 PosetMax;BAGORDER:func.11:12PosetMax334,10457 FinOrd-Approx;BAGORDER:func.12:13FinOrd-Approx342,10627 FinOrd;BAGORDER:func.13:14FinOrd380,12021 FinPoset;BAGORDER:func.14:15FinPoset387,12182 MinElement;BAGORDER:func.15:16MinElement415,13012 bcialg_1.abs, BCIStr;BCIALG_1:struct.1:1BCIStr30,1188 \;BCIALG_1:func.1:1\41,1400 BCIStr_0;BCIALG_1:struct.2:2BCIStr_047,1504 `;BCIALG_1:func.2:2`57,1765 being_B;BCIALG_1:attr.3:1being_B64,1876 being_C;BCIALG_1:attr.4:2being_C68,1987 being_I;BCIALG_1:attr.5:3being_I72,2098 being_K;BCIALG_1:attr.6:4being_K76,2188 being_BCI-4;BCIALG_1:attr.7:5being_BCI-480,2285 being_BCK-5;BCIALG_1:attr.8:6being_BCK-584,2407 BCI-EXAMPLE;BCIALG_1:func.3:3BCI-EXAMPLE91,2517 BCI-algebra;BCIALG_1:mode.0:1BCI-algebra110,2887 BCK-algebra;BCIALG_1:mode.0:2BCK-algebra114,2982 SubAlgebra;BCIALG_1:mode.1:3SubAlgebra119,3070 <=;BCIALG_1:pred.1:1<=137,3557 BCK-part;BCIALG_1:func.4:4BCK-part208,5310 proper;BCIALG_1:attr.9:7proper228,5765 atom;BCIALG_1:attr.10:8atom241,5952 AtomSet;BCIALG_1:func.5:5AtomSet249,6093 \;BCIALG_1:func.6:6\299,7544 generated_by_atom;BCIALG_1:attr.11:9generated_by_atom310,7805 BranchV;BCIALG_1:func.7:7BranchV318,8004 Ideal;BCIALG_1:mode.2:4Ideal355,9003 closed;BCIALG_1:attr.12:10closed364,9216 associative;BCIALG_1:attr.13:11associative392,9768 quasi-associative;BCIALG_1:attr.14:12quasi-associative396,9875 positive-implicative;BCIALG_1:attr.15:13positive-implicative400,9975 weakly-positive-implicative;BCIALG_1:attr.16:14weakly-positive-implicative404,10104 implicative;BCIALG_1:attr.17:15implicative408,10234 weakly-implicative;BCIALG_1:attr.18:16weakly-implicative412,10347 p-Semisimple;BCIALG_1:attr.19:17p-Semisimple415,10461 alternative;BCIALG_1:attr.20:18alternative419,10563 bcialg_2.abs, to_power;BCIALG_2:func.1:1to_power44,1760 minimal;BCIALG_2:attr.0:1minimal121,3518 positive;BCIALG_2:attr.1:2positive128,3612 least;BCIALG_2:attr.2:3least132,3670 maximal;BCIALG_2:attr.3:4maximal135,3732 greatest;BCIALG_2:attr.4:5greatest139,3809 nilpotent;BCIALG_2:attr.5:6nilpotent183,4597 nilpotent;BCIALG_2:attr.6:7nilpotent191,4738 ord;BCIALG_2:func.2:2ord200,4887 Congruence;BCIALG_2:mode.1:1Congruence229,5511 L-congruence;BCIALG_2:mode.2:2L-congruence240,5740 R-congruence;BCIALG_2:mode.3:3R-congruence252,5987 I-congruence;BCIALG_2:mode.4:4I-congruence264,6249 IConSet;BCIALG_2:func.3:3IConSet277,6559 ConSet;BCIALG_2:func.4:4ConSet286,6736 LConSet;BCIALG_2:func.5:5LConSet289,6831 RConSet;BCIALG_2:func.6:6RConSet292,6929 I-congruence;BCIALG_2:mode.5:5I-congruence316,7505 EqClaOp;BCIALG_2:func.7:7EqClaOp373,8829 zeroEqC;BCIALG_2:func.8:8zeroEqC383,9033 ./.;BCIALG_2:func.9:9./.392,9164 \;BCIALG_2:func.10:10\407,9418 bcialg_3.abs, commutative;BCIALG_3:attr.1:1commutative29,1056 being_greatest;BCIALG_3:attr.2:2being_greatest95,2843 being_positive;BCIALG_3:attr.3:3being_positive99,2937 BCI-commutative;BCIALG_3:attr.4:4BCI-commutative108,3110 BCI-weakly-commutative;BCIALG_3:attr.5:5BCI-weakly-commutative112,3226 bounded;BCIALG_3:attr.6:6bounded171,5118 involutory;BCIALG_3:attr.7:7involutory186,5380 being_Iseki;BCIALG_3:attr.8:8being_Iseki211,6196 Iseki_extension;BCIALG_3:attr.9:9Iseki_extension219,6339 Commutative-Ideal;BCIALG_3:mode.1:1Commutative-Ideal232,6561 BCK-positive-implicative;BCIALG_3:attr.10:10BCK-positive-implicative256,7229 BCK-implicative;BCIALG_3:attr.11:11BCK-implicative260,7352 bcialg_4.abs, BCIStr_1;BCIALG_4:struct.1:1BCIStr_135,1589 *;BCIALG_4:func.1:1*46,1862 with_condition_S;BCIALG_4:attr.2:1with_condition_S53,1998 BCI_S-EXAMPLE;BCIALG_4:func.2:2BCI_S-EXAMPLE60,2127 BCI-Algebra_with_Condition(S);BCIALG_4:mode.0:1BCI-Algebra_with_Condition(S)80,2534 Condition_S;BCIALG_4:func.3:3Condition_S92,2883 Adjoint_pGroup;BCIALG_4:func.4:4Adjoint_pGroup119,3810 power;BCIALG_4:func.5:5power193,6196 |^;BCIALG_4:func.6:6|^204,6480 Product_S;BCIALG_4:func.7:7Product_S246,7722 BCK-Algebra_with_Condition(S);BCIALG_4:mode.0:2BCK-Algebra_with_Condition(S)297,9441 commutative;BCIALG_4:attr.3:2commutative319,10113 Initial_section;BCIALG_4:func.8:8Initial_section341,10755 positive-implicative;BCIALG_4:attr.4:3positive-implicative356,11211 being_SB-1;BCIALG_4:attr.5:4being_SB-1390,12253 being_SB-2;BCIALG_4:attr.6:5being_SB-2394,12348 being_SB-4;BCIALG_4:attr.7:6being_SB-4398,12449 semi-Brouwerian-algebra;BCIALG_4:mode.0:3semi-Brouwerian-algebra416,12803 implicative;BCIALG_4:attr.8:7implicative428,13183 bcialg_5.abs, Polynom;BCIALG_5:func.1:1Polynom34,1430 quasi-commutative;BCIALG_5:attr.1:1quasi-commutative89,2872 BCI-algebra;BCIALG_5:mode.1:1BCI-algebra106,3215 BCK-algebra;BCIALG_5:mode.0:2BCK-algebra134,3935 min;BCIALG_5:func.2:2min166,4944 max;BCIALG_5:func.3:3max169,5034 p-Semisimple-part;BCIALG_5:func.0:4p-Semisimple-part238,7001 bcialg_6.abs, .;BCIALG_6:func.1:1.41,1758 BCI-power;BCIALG_6:func.2:2BCI-power46,1843 |^;BCIALG_6:func.3:3|^61,2184 |^;BCIALG_6:func.3:4|^70,2346 finite-period;BCIALG_6:attr.1:1finite-period155,3674 ord;BCIALG_6:func.4:5ord167,3918 multiplicative;BCIALG_6:attr.2:2multiplicative223,5571 BCI-homomorphism;BCIALG_6:mode.0:1BCI-homomorphism236,5816 isotonic;BCIALG_6:attr.3:3isotonic245,6036 Endomorphism;BCIALG_6:mode.0:2Endomorphism252,6145 Ker;BCIALG_6:func.5:6Ker257,6229 are_isomorphic;BCIALG_6:pred.1:1are_isomorphic322,7574 nat_hom;BCIALG_6:func.6:7nat_hom337,7899 Union;BCIALG_6:func.7:8Union380,8893 HKOp;BCIALG_6:func.8:9HKOp388,9081 zeroHK;BCIALG_6:func.9:10zeroHK397,9287 HK;BCIALG_6:func.10:11HK404,9399 \;BCIALG_6:func.11:12\418,9650 bciideal.abs, initial_section;BCIIDEAL:func.1:1initial_section52,1614 positive;BCIIDEAL:attr.1:1positive84,2360 associative;BCIIDEAL:attr.2:2associative108,2932 associative-ideal;BCIIDEAL:mode.1:1associative-ideal122,3193 p-ideal;BCIIDEAL:mode.2:2p-ideal145,3812 commutative;BCIIDEAL:attr.3:3commutative171,4462 implicative-ideal;BCIIDEAL:mode.3:3implicative-ideal307,8897 positive-implicative-ideal;BCIIDEAL:mode.4:4positive-implicative-ideal323,9284 bhsp_1.abs, UNITSTR;BHSP_1:struct.1:1UNITSTR36,1656 .|.;BHSP_1:func.1:1.|.61,2271 RealUnitarySpace-like;BHSP_1:attr.2:1RealUnitarySpace-like68,2392 RealUnitarySpace;BHSP_1:mode.0:1RealUnitarySpace83,2861 .|.;BHSP_1:func.2:2.|.93,3169 are_orthogonal;BHSP_1:pred.1:1are_orthogonal156,4351 ||.;BHSP_1:func.3:3||.183,4914 dist;BHSP_1:func.4:4dist214,5435 +;BHSP_1:func.5:5+258,6258 +;BHSP_1:func.6:6+270,6493 bhsp_2.abs, convergent;BHSP_2:attr.1:1convergent41,1658 lim;BHSP_2:func.1:1lim80,2633 ||.;BHSP_2:func.2:2||.122,3767 dist;BHSP_2:func.3:3dist143,4216 Ball;BHSP_2:func.4:4Ball224,6933 cl_Ball;BHSP_2:func.5:5cl_Ball228,7037 Sphere;BHSP_2:func.6:6Sphere232,7146 bhsp_3.abs, Cauchy;BHSP_3:attr.1:1Cauchy44,1703 is_compared_to;BHSP_3:pred.1:1is_compared_to82,2557 is_compared_to;BHSP_3:pred.2:2is_compared_to97,2860 bounded;BHSP_3:attr.2:2bounded127,3637 complete;BHSP_3:attr.3:3complete212,5696 bhsp_4.abs, Partial_Sums;BHSP_4:func.1:1Partial_Sums43,1888 summable;BHSP_4:attr.1:1summable77,2950 Sum;BHSP_4:func.2:2Sum81,3031 Sum;BHSP_4:func.3:3Sum121,4189 Sum;BHSP_4:func.4:4Sum146,4658 absolutely_summable;BHSP_4:attr.2:2absolutely_summable170,5275 *;BHSP_4:func.5:5*245,7588 Cauchy;BHSP_4:attr.3:3Cauchy278,8378 bhsp_5.abs, ++;BHSP_5:func.1:1++52,2174 setop_SUM;BHSP_5:func.2:2setop_SUM60,2363 PO;BHSP_5:func.3:3PO69,2526 Func_Seq;BHSP_5:func.4:4Func_Seq78,2704 setopfunc;BHSP_5:func.5:5setopfunc91,2997 setop_xPre_PROD;BHSP_5:func.6:6setop_xPre_PROD101,3220 setop_xPROD;BHSP_5:func.7:7setop_xPROD111,3541 OrthogonalFamily;BHSP_5:mode.1:1OrthogonalFamily121,3724 OrthonormalFamily;BHSP_5:mode.2:2OrthonormalFamily137,4001 bhsp_6.abs, setsum;BHSP_6:func.1:1setsum46,2066 summable_set;BHSP_6:attr.1:1summable_set70,2884 sum;BHSP_6:func.2:2sum83,3186 Lipschitzian;BHSP_6:attr.2:2Lipschitzian93,3464 weakly_summable_set;BHSP_6:attr.3:3weakly_summable_set102,3625 is_summable_set_by;BHSP_6:pred.1:1is_summable_set_by116,3995 sum_byfunc;BHSP_6:func.3:3sum_byfunc131,4382 bilinear.abs, Form;BILINEAR:mode.0:1Form38,1507 NulForm;BILINEAR:func.1:1NulForm46,1681 +;BILINEAR:func.2:2+56,1910 *;BILINEAR:func.3:3*67,2175 -;BILINEAR:func.4:4-77,2410 -;BILINEAR:func.4:5-88,2728 -;BILINEAR:func.5:6-97,2903 -;BILINEAR:func.5:7-106,3081 +;BILINEAR:func.6:8+116,3330 FunctionalFAF;BILINEAR:func.7:9FunctionalFAF160,4792 FunctionalSAF;BILINEAR:func.8:10FunctionalSAF169,5008 FormFunctional;BILINEAR:func.9:11FormFunctional243,7832 additiveFAF;BILINEAR:attr.1:1additiveFAF291,9637 additiveSAF;BILINEAR:attr.2:2additiveSAF295,9749 homogeneousFAF;BILINEAR:attr.3:3homogeneousFAF305,9975 homogeneousSAF;BILINEAR:attr.4:4homogeneousSAF309,10092 bilinear-Form;BILINEAR:mode.0:2bilinear-Form348,11214 leftker;BILINEAR:func.10:12leftker674,22784 rightker;BILINEAR:func.11:13rightker684,23019 diagker;BILINEAR:func.12:14diagker694,23253 LKer;BILINEAR:func.13:15LKer798,26931 RKer;BILINEAR:func.14:16RKer809,27296 LQForm;BILINEAR:func.15:17LQForm820,27662 RQForm;BILINEAR:func.16:18RQForm833,28148 QForm;BILINEAR:func.17:19QForm855,28898 degenerated-on-left;BILINEAR:attr.5:5degenerated-on-left951,33351 degenerated-on-right;BILINEAR:attr.6:6degenerated-on-right955,33431 symmetric;BILINEAR:attr.7:7symmetric1011,35120 alternating;BILINEAR:attr.8:8alternating1021,35309 alternating;BILINEAR:attr.8:9alternating1142,38593 binari_2.abs, Bin1;BINARI_2:func.1:1Bin139,1655 Neg2;BINARI_2:func.2:2Neg247,1846 Intval;BINARI_2:func.3:3Intval54,1990 Int_add_ovfl;BINARI_2:func.4:4Int_add_ovfl63,2186 Int_add_udfl;BINARI_2:func.5:5Int_add_udfl70,2390 -;BINARI_2:func.6:6-145,4893 binari_3.abs, -BinarySequence;BINARI_3:func.1:1-BinarySequence123,4072 binari_4.abs, MajP;BINARI_4:func.1:1MajP113,3804 2sComplement;BINARI_4:func.2:22sComplement140,4349 binarith.abs, 'or';BINARITH:func.1:1'or'45,1879 'xor';BINARITH:func.2:2'xor'46,1927 'not';BINARITH:func.3:3'not'91,2734 carry;BINARITH:func.4:4carry98,2918 Binary;BINARITH:func.5:5Binary108,3183 Absval;BINARITH:func.6:6Absval116,3377 +;BINARITH:func.7:7+123,3494 add_ovfl;BINARITH:func.8:8add_ovfl131,3667 are_summable;BINARITH:pred.1:1are_summable139,3865 ^;BINARITH:func.9:9^159,4350 <*;BINARITH:func.10:10<*165,4463 binom.abs, +;BINOM:func.1:1+85,3256 |^;BINOM:func.2:2|^101,3720 Nat-mult-left;BINOM:func.3:3Nat-mult-left128,4445 Nat-mult-right;BINOM:func.4:4Nat-mult-right134,4662 *;BINOM:func.5:5*144,4970 *;BINOM:func.6:6*147,5049 choose;BINOM:func.7:7choose201,6827 In_Power;BINOM:func.8:8In_Power207,6977 binop_1.abs, .;BINOP_1:func.1:1.31,1021 .;BINOP_1:func.2:2.42,1231 UnOp;BINOP_1:mode.0:1UnOp57,1676 BinOp;BINOP_1:mode.0:2BinOp58,1713 .;BINOP_1:func.3:3.64,1834 commutative;BINOP_1:attr.1:1commutative102,2999 associative;BINOP_1:attr.2:2associative106,3082 idempotent;BINOP_1:attr.3:3idempotent110,3180 is_a_left_unity_wrt;BINOP_1:pred.1:1is_a_left_unity_wrt122,3363 is_a_right_unity_wrt;BINOP_1:pred.2:2is_a_right_unity_wrt126,3445 is_a_unity_wrt;BINOP_1:pred.3:3is_a_unity_wrt134,3558 the_unity_wrt;BINOP_1:func.4:4the_unity_wrt168,4497 is_left_distributive_wrt;BINOP_1:pred.4:4is_left_distributive_wrt175,4613 is_right_distributive_wrt;BINOP_1:pred.5:5is_right_distributive_wrt179,4733 is_distributive_wrt;BINOP_1:pred.6:6is_distributive_wrt187,4886 is_distributive_wrt;BINOP_1:pred.7:7is_distributive_wrt223,6140 is_a_left_unity_wrt;BINOP_1:pred.1:8is_a_left_unity_wrt245,6786 is_a_right_unity_wrt;BINOP_1:pred.2:9is_a_right_unity_wrt248,6897 is_left_distributive_wrt;BINOP_1:pred.4:10is_left_distributive_wrt255,7071 is_right_distributive_wrt;BINOP_1:pred.5:11is_right_distributive_wrt258,7218 is_distributive_wrt;BINOP_1:pred.7:12is_distributive_wrt265,7442 .;BINOP_1:func.5:5.335,9830 =;BINOP_1:pred.8:13=340,9946 binop_2.abs, -;BINOP_2:func.1:1-180,5740 ";BINOP_2:func.2:2"181,5783 +;BINOP_2:func.3:3+183,5836 -;BINOP_2:func.4:4-184,5881 *;BINOP_2:func.5:5*185,5926 /;BINOP_2:func.6:6/186,5971 -;BINOP_2:func.7:7-193,6077 ";BINOP_2:func.8:8"194,6117 +;BINOP_2:func.9:9+196,6167 -;BINOP_2:func.10:10-197,6209 *;BINOP_2:func.11:11*198,6251 /;BINOP_2:func.12:12/199,6293 -;BINOP_2:func.13:13-206,6400 ";BINOP_2:func.14:14"207,6439 +;BINOP_2:func.15:15+209,6488 -;BINOP_2:func.16:16-210,6529 *;BINOP_2:func.17:17*211,6570 /;BINOP_2:func.18:18/212,6611 -;BINOP_2:func.19:19-219,6716 +;BINOP_2:func.20:20+221,6765 -;BINOP_2:func.21:21-222,6806 *;BINOP_2:func.22:22*223,6847 +;BINOP_2:func.23:23+230,6942 *;BINOP_2:func.24:24*231,6983 compcomplex;BINOP_2:func.25:25compcomplex235,7041 invcomplex;BINOP_2:func.26:26invcomplex238,7127 addcomplex;BINOP_2:func.27:27addcomplex241,7212 diffcomplex;BINOP_2:func.28:28diffcomplex245,7314 multcomplex;BINOP_2:func.29:29multcomplex248,7416 divcomplex;BINOP_2:func.30:30divcomplex252,7519 compreal;BINOP_2:func.31:31compreal258,7637 invreal;BINOP_2:func.32:32invreal261,7717 addreal;BINOP_2:func.33:33addreal264,7796 diffreal;BINOP_2:func.34:34diffreal268,7892 multreal;BINOP_2:func.35:35multreal271,7989 divreal;BINOP_2:func.36:36divreal275,8087 comprat;BINOP_2:func.37:37comprat281,8200 invrat;BINOP_2:func.38:38invrat284,8279 addrat;BINOP_2:func.39:39addrat287,8357 diffrat;BINOP_2:func.40:40diffrat291,8452 multrat;BINOP_2:func.41:41multrat294,8547 divrat;BINOP_2:func.42:42divrat298,8643 compint;BINOP_2:func.43:43compint304,8754 addint;BINOP_2:func.44:44addint307,8833 diffint;BINOP_2:func.45:45diffint311,8928 multint;BINOP_2:func.46:46multint314,9023 addnat;BINOP_2:func.47:47addnat321,9136 multnat;BINOP_2:func.48:48multnat325,9231 bintree1.abs, root-label;BINTREE1:func.1:1root-label36,1562 binary;BINTREE1:attr.1:1binary51,1931 binary;BINTREE1:attr.2:2binary79,2484 binary;BINTREE1:attr.3:3binary127,3860 [;BINTREE1:func.2:2[195,6983 bintree2.abs, Element;BINTREE2:mode.1:1Element46,1999 NumberOnLevel;BINTREE2:func.1:1NumberOnLevel91,3513 full;BINTREE2:attr.1:1full109,3901 FinSeqLevel;BINTREE2:func.2:2FinSeqLevel146,4627 birkhoff.abs, -hash;BIRKHOFF:func.1:1-hash50,2318 boolealg.abs, \;BOOLEALG:func.1:1\30,916 \+\;BOOLEALG:func.2:2\+\37,1013 =;BOOLEALG:pred.1:1=44,1123 meets;BOOLEALG:pred.2:2meets52,1219 misses;BOOLEALG:pred.2:3misses60,1313 meets;BOOLEALG:pred.3:4meets86,1858 \+\;BOOLEALG:func.3:3\+\88,1897 misses;BOOLEALG:pred.4:5misses90,1939 boolmark.abs, Bool_marks_of;BOOLMARK:func.1:1Bool_marks_of52,2015 Boolean_marking;BOOLMARK:mode.0:1Boolean_marking60,2197 is_firable_on;BOOLMARK:pred.1:1is_firable_on69,2417 is_not_firable_on;BOOLMARK:pred.1:2is_not_firable_on79,2596 Firing;BOOLMARK:func.2:2Firing86,2760 is_firable_on;BOOLMARK:pred.2:3is_firable_on98,3059 is_not_firable_on;BOOLMARK:pred.2:4is_not_firable_on111,3479 Firing;BOOLMARK:func.3:3Firing118,3660 bor_cant.abs, IFGT;BOR_CANT:func.1:1IFGT49,2165 JSum;BOR_CANT:func.2:2JSum60,2483 Special_Function;BOR_CANT:func.3:3Special_Function74,2834 Special_Function2;BOR_CANT:func.4:4Special_Function280,3011 Special_Function3;BOR_CANT:func.5:5Special_Function386,3171 Special_Function4;BOR_CANT:func.6:6Special_Function493,3347 is_all_independent_wrt;BOR_CANT:pred.1:1is_all_independent_wrt133,4529 Union_Shift_Seq;BOR_CANT:func.7:7Union_Shift_Seq159,5401 @lim_sup;BOR_CANT:func.8:8@lim_sup174,5791 Intersect_Shift_Seq;BOR_CANT:func.9:9Intersect_Shift_Seq181,5943 @lim_inf;BOR_CANT:func.10:10@lim_inf196,6350 Sum_Shift_Seq;BOR_CANT:func.11:11Sum_Shift_Seq224,7139 borsuk_1.abs, continuous;BORSUK_1:attr.0:1continuous48,1923 ";BORSUK_1:func.1:1"73,2686 [:;BORSUK_1:func.2:2[:94,3094 [:;BORSUK_1:func.3:3[:122,3945 [;BORSUK_1:func.4:4[127,4075 [:;BORSUK_1:func.5:5[:151,4882 [:;BORSUK_1:func.6:6[:161,5186 Base-Appr;BORSUK_1:func.7:7Base-Appr167,5312 Pr1;BORSUK_1:func.8:8Pr1196,6105 Pr2;BORSUK_1:func.9:9Pr2200,6258 TrivDecomp;BORSUK_1:func.10:10TrivDecomp267,8669 space;BORSUK_1:func.11:11space284,9050 Proj;BORSUK_1:func.12:12Proj303,9605 TrivExt;BORSUK_1:func.13:13TrivExt323,10217 u.s.c._decomposition;BORSUK_1:mode.1:1u.s.c._decomposition373,12132 closed;BORSUK_1:attr.1:2closed392,12737 TrivExt;BORSUK_1:func.14:14TrivExt411,13137 DECOMPOSITION-like;BORSUK_1:attr.2:3DECOMPOSITION-like417,13281 DECOMPOSITION;BORSUK_1:mode.0:2DECOMPOSITION432,13607 TrivExt;BORSUK_1:func.15:15TrivExt438,13796 space;BORSUK_1:func.16:16space444,13958 I[01];BORSUK_1:func.17:17I[01]450,14052 0[01];BORSUK_1:func.18:180[01]465,14354 1[01];BORSUK_1:func.19:191[01]468,14416 being_a_retraction;BORSUK_1:attr.3:4being_a_retraction476,14580 is_a_retract_of;BORSUK_1:pred.1:1is_a_retract_of484,14777 is_an_SDR_of;BORSUK_1:pred.2:2is_an_SDR_of487,14897 borsuk_2.abs, are_connected;BORSUK_2:pred.1:1are_connected74,2979 are_connected;BORSUK_2:pred.2:2are_connected82,3170 Path;BORSUK_2:mode.1:1Path91,3315 pathwise_connected;BORSUK_2:attr.1:1pathwise_connected105,3580 Path;BORSUK_2:mode.1:2Path118,3853 +;BORSUK_2:func.1:1+145,4394 -;BORSUK_2:func.2:2-179,5193 [:;BORSUK_2:func.3:3[:203,5861 are_homotopic;BORSUK_2:pred.3:3are_homotopic245,6974 are_homotopic;BORSUK_2:pred.4:4are_homotopic263,7478 borsuk_3.abs, are_homeomorphic;BORSUK_3:pred.1:1are_homeomorphic47,1781 are_homeomorphic;BORSUK_3:pred.2:2are_homeomorphic53,1887 borsuk_4.abs, I(01);BORSUK_4:func.1:1I(01)172,6339 borsuk_5.abs, IRRAT;BORSUK_5:func.1:1IRRAT122,4400 RAT;BORSUK_5:func.2:2RAT129,4514 IRRAT;BORSUK_5:func.3:3IRRAT132,4596 borsuk_6.abs, L[01];BORSUK_6:func.1:1L[01]220,7624 are_connected;BORSUK_6:pred.1:1are_connected282,10055 +;BORSUK_6:func.0:2+304,10622 -;BORSUK_6:func.0:3-314,10900 RePar;BORSUK_6:func.2:4RePar330,11227 1RP;BORSUK_6:func.3:51RP347,11717 2RP;BORSUK_6:func.4:62RP362,11994 3RP;BORSUK_6:func.5:73RP377,12275 LowerLeftUnitTriangle;BORSUK_6:func.6:8LowerLeftUnitTriangle408,13124 IAA;BORSUK_6:func.6:9IAA417,13321 UpperUnitTriangle;BORSUK_6:func.7:10UpperUnitTriangle421,13379 IBB;BORSUK_6:func.7:11IBB430,13589 LowerRightUnitTriangle;BORSUK_6:func.8:12LowerRightUnitTriangle434,13643 ICC;BORSUK_6:func.8:13ICC443,13842 Homotopy;BORSUK_6:mode.1:1Homotopy592,18071 borsuk_7.abs, -->;BORSUK_7:func.1:1-->142,5139 odd;BORSUK_7:attr.1:1odd199,6615 +;BORSUK_7:func.2:2+250,7893 -;BORSUK_7:func.3:3-256,7996 +;BORSUK_7:func.4:4+263,8105 -;BORSUK_7:func.5:5-270,8219 +;BORSUK_7:func.6:6+277,8354 -;BORSUK_7:func.7:7-278,8394 c[100];BORSUK_7:func.8:8c[100]282,8451 c[-100];BORSUK_7:func.9:9c[-100]288,8548 RotateCircle;BORSUK_7:func.10:10RotateCircle372,11033 CircleIso;BORSUK_7:func.11:11CircleIso393,11586 SphereMap;BORSUK_7:func.12:12SphereMap407,11951 eLoop;BORSUK_7:func.13:13eLoop422,12246 eLoop;BORSUK_7:func.14:14eLoop433,12493 Rn->S1;BORSUK_7:func.15:15Rn->S1449,12792 Sn1->Sn;BORSUK_7:func.16:16Sn1->Sn460,13021 liftPath;BORSUK_7:func.17:17liftPath474,13356 are_antipodals_of;BORSUK_7:pred.1:1are_antipodals_of486,13683 are_antipodals_of;BORSUK_7:pred.2:2are_antipodals_of497,13934 with_antipodals;BORSUK_7:attr.2:2with_antipodals508,14202 without_antipodals;BORSUK_7:attr.2:3without_antipodals518,14461 brouwer.abs, DiffElems;BROUWER:func.1:1DiffElems49,2385 Tdisk;BROUWER:func.2:2Tdisk75,3055 HC;BROUWER:func.3:3HC115,4173 HC;BROUWER:func.4:4HC147,5372 BR-map;BROUWER:func.5:5BR-map168,6053 bspace.abs, <*>;BSPACE:func.1:1<*>38,1792 Z_2;BSPACE:func.2:2Z_271,2475 @;BSPACE:func.3:3@98,2915 \*\;BSPACE:func.4:4\*\133,3794 bspace-sum;BSPACE:func.5:5bspace-sum141,3917 bspace-scalar-mult;BSPACE:func.6:6bspace-scalar-mult164,4499 bspace;BSPACE:func.7:7bspace173,4714 singletons;BSPACE:func.8:8singletons223,5902 singletons;BSPACE:func.9:9singletons230,6028 .;BSPACE:func.10:10.245,6397 @;BSPACE:func.11:11@250,6527 bvfunc_1.abs, <=;BVFUNC_1:pred.0:1<=32,1318 'not';BVFUNC_1:func.1:1'not'53,1781 '&';BVFUNC_1:func.2:2'&'55,1865 'or';BVFUNC_1:func.3:3'or'60,1970 'xor';BVFUNC_1:func.4:4'xor'67,2162 'or';BVFUNC_1:func.5:5'or'83,2501 'xor';BVFUNC_1:func.6:6'xor'87,2634 'imp';BVFUNC_1:func.7:7'imp'94,2823 'eqv';BVFUNC_1:func.8:8'eqv'99,2967 'imp';BVFUNC_1:func.9:9'imp'116,3343 'eqv';BVFUNC_1:func.10:10'eqv'120,3479 O_el;BVFUNC_1:func.11:11O_el128,3644 I_el;BVFUNC_1:func.12:12I_el136,3781 '<';BVFUNC_1:pred.1:2'<'192,5265 B_INF;BVFUNC_1:func.13:13B_INF218,5922 B_SUP;BVFUNC_1:func.14:14B_SUP223,6063 is_dependent_of;BVFUNC_1:pred.2:3is_dependent_of287,7795 Element;BVFUNC_1:mode.1:1Element304,8187 EqClass;BVFUNC_1:func.15:15EqClass311,8314 B_INF;BVFUNC_1:func.16:16B_INF317,8445 B_SUP;BVFUNC_1:func.17:17B_SUP329,8817 GPart;BVFUNC_1:func.18:18GPart381,10404 'nand';BVFUNC_1:func.19:19'nand'398,10874 'nor';BVFUNC_1:func.20:20'nor'403,10975 <=>;BVFUNC_1:func.0:21<=>408,11068 <=>;BVFUNC_1:func.21:22<=>415,11190 bvfunc26.abs, 'nand';BVFUNC26:func.1:1'nand'34,1174 'nor';BVFUNC26:func.2:2'nor'40,1340 'nand';BVFUNC26:func.3:3'nand'57,1719 'nor';BVFUNC26:func.4:4'nor'61,1856 'nand';BVFUNC26:func.5:5'nand'70,2053 'nor';BVFUNC26:func.6:6'nor'71,2105 bvfunc_2.abs, PARTITIONS;BVFUNC_2:func.1:1PARTITIONS37,1366 Element;BVFUNC_2:mode.1:1Element43,1488 '/\';BVFUNC_2:func.2:2'/\'54,1830 is_upper_min_depend_of;BVFUNC_2:pred.1:1is_upper_min_depend_of65,2140 '\/';BVFUNC_2:func.3:3'\/'80,2582 generating;BVFUNC_2:attr.1:1generating100,3091 independent;BVFUNC_2:attr.2:2independent108,3220 is_a_coordinate;BVFUNC_2:pred.2:2is_a_coordinate118,3477 {;BVFUNC_2:func.4:4{126,3613 CompF;BVFUNC_2:func.5:5CompF133,3754 is_independent_of;BVFUNC_2:pred.3:3is_independent_of142,3956 All;BVFUNC_2:func.6:6All152,4162 Ex;BVFUNC_2:func.7:7Ex161,4371 c0sp1.abs, having-inverse;C0SP1:attr.1:1having-inverse44,2128 additively-closed;C0SP1:attr.2:2additively-closed53,2304 Subring;C0SP1:mode.1:1Subring77,2841 multiplicatively-closed;C0SP1:attr.3:3multiplicatively-closed107,3610 Add_;C0SP1:func.1:1Add_116,3854 mult_;C0SP1:func.2:2mult_125,4056 Zero_;C0SP1:func.3:3Zero_135,4314 One_;C0SP1:func.4:4One_144,4503 Subalgebra;C0SP1:mode.2:2Subalgebra164,4924 additively-linearly-closed;C0SP1:attr.4:4additively-linearly-closed185,5587 Mult_;C0SP1:func.5:5Mult_200,5973 scalar-mult-cancelable;C0SP1:attr.5:5scalar-mult-cancelable208,6129 BoundedFunctions;C0SP1:func.6:6BoundedFunctions252,7691 R_Algebra_of_BoundedFunctions;C0SP1:func.7:7R_Algebra_of_BoundedFunctions269,8087 modetrans;C0SP1:func.8:8modetrans306,9191 PreNorms;C0SP1:func.9:9PreNorms314,9352 BoundedFunctionsNorm;C0SP1:func.10:10BoundedFunctionsNorm327,9670 R_Normed_Algebra_of_BoundedFunctions;C0SP1:func.11:11R_Normed_Algebra_of_BoundedFunctions343,10069 c0sp2.abs, -->;C0SP2:func.1:1-->47,2495 ContinuousFunctions;C0SP2:func.2:2ContinuousFunctions64,2951 R_Algebra_of_ContinuousFunctions;C0SP2:func.3:3R_Algebra_of_ContinuousFunctions82,3424 ContinuousFunctionsNorm;C0SP2:func.4:4ContinuousFunctionsNorm153,5876 R_Normed_Algebra_of_ContinuousFunctions;C0SP2:func.5:5R_Normed_Algebra_of_ContinuousFunctions161,6105 C_0_Functions;C0SP2:func.6:6C_0_Functions307,11030 R_VectorSpace_of_C_0_Functions;C0SP2:func.7:7R_VectorSpace_of_C_0_Functions335,11867 C_0_FunctionsNorm;C0SP2:func.8:8C_0_FunctionsNorm355,12497 R_Normed_Space_of_C_0_Functions;C0SP2:func.9:9R_Normed_Space_of_C_0_Functions362,12695 calcul_1.abs, Ant;CALCUL_1:func.1:1Ant51,2135 Suc;CALCUL_1:func.2:2Suc60,2336 is_tail_of;CALCUL_1:pred.1:1is_tail_of69,2498 is_Subsequence_of;CALCUL_1:pred.2:2is_Subsequence_of77,2590 still_not-bound_in;CALCUL_1:func.3:3still_not-bound_in134,3967 set_of_CQC-WFF-seq;CALCUL_1:func.4:4set_of_CQC-WFF-seq142,4157 is_a_correct_step;CALCUL_1:pred.3:3is_a_correct_step153,4385 a_proof;CALCUL_1:attr.1:1a_proof179,5848 |-;CALCUL_1:pred.4:4|-188,6008 is_formal_provable_from;CALCUL_1:pred.5:5is_formal_provable_from196,6124 |=;CALCUL_1:pred.6:6|=204,6268 |=;CALCUL_1:pred.7:7|=212,6368 |=;CALCUL_1:pred.8:8|=219,6465 |=;CALCUL_1:pred.9:9|=226,6564 |=;CALCUL_1:pred.10:10|=234,6656 is_tail_of;CALCUL_1:pred.1:11is_tail_of431,12295 calcul_2.abs, seq;CALCUL_2:func.1:1seq42,1746 seq;CALCUL_2:func.2:2seq49,1870 Per;CALCUL_2:func.3:3Per120,3283 Begin;CALCUL_2:func.4:4Begin137,3579 Impl;CALCUL_2:func.5:5Impl147,3748 IdFinS;CALCUL_2:func.0:6IdFinS193,4868 IdFinS;CALCUL_2:func.6:7IdFinS201,5073 cantor_1.abs, UniCl;CANTOR_1:func.1:1UniCl34,1370 quasi_basis;CANTOR_1:attr.1:1quasi_basis43,1597 Basis;CANTOR_1:mode.0:1Basis61,1894 FinMeetCl;CANTOR_1:func.2:2FinMeetCl77,2275 quasi_prebasis;CANTOR_1:attr.2:2quasi_prebasis138,4177 prebasis;CANTOR_1:mode.0:2prebasis153,4499 the_Cantor_set;CANTOR_1:func.3:3the_Cantor_set170,5021 card_1.abs, 0;CARD_1:func.0:1039,1361 cardinal;CARD_1:attr.1:1cardinal44,1415 Cardinal;CARD_1:mode.0:1Cardinal56,1587 card;CARD_1:func.1:2card79,1938 nextcard;CARD_1:func.2:3nextcard135,2924 limit_cardinal;CARD_1:attr.2:2limit_cardinal158,3317 alef;CARD_1:func.3:4alef166,3423 succ;CARD_1:func.4:5succ268,5694 card;CARD_1:func.5:6card273,5778 Segm;CARD_1:func.6:7Segm382,7619 Segm;CARD_1:func.7:8Segm391,7727 -element;CARD_1:attr.3:3-element446,8720 Singleton;CARD_1:mode.0:2Singleton482,9399 card_2.abs, +`;CARD_2:func.1:1+`52,1978 *`;CARD_2:func.2:2*`56,2061 exp;CARD_2:func.3:3exp60,2143 card_3.abs, Cardinal-yielding;CARD_3:attr.1:1Cardinal-yielding44,1678 Cardinal-Function;CARD_3:mode.0:1Cardinal-Function58,1927 Card;CARD_3:func.1:1Card84,2383 disjoin;CARD_3:func.2:2disjoin88,2505 Union;CARD_3:func.3:3Union92,2623 product;CARD_3:func.4:4product95,2683 pi;CARD_3:func.5:5pi137,3483 Sum;CARD_3:func.6:6Sum202,4798 Product;CARD_3:func.7:7Product205,4870 sproduct;CARD_3:func.8:8sproduct312,7059 with_common_domain;CARD_3:attr.2:2with_common_domain412,9584 DOM;CARD_3:func.9:9DOM429,9891 product";CARD_3:func.10:10product"445,10262 product-like;CARD_3:attr.3:3product-like460,10632 |;CARD_3:func.11:11|508,11653 countable;CARD_3:attr.4:4countable556,12671 denumerable;CARD_3:attr.5:5denumerable560,12736 proj;CARD_3:func.12:12proj638,14606 down;CARD_3:func.13:13down731,16630 card_5.abs, Aleph;CARD_5:mode.0:1Aleph109,3127 cf;CARD_5:func.1:1cf112,3172 -powerfunc_of;CARD_5:func.2:2-powerfunc_of118,3299 regular;CARD_5:attr.1:1regular176,4275 irregular;CARD_5:attr.1:2irregular183,4366 card_fil.abs, Filter;CARD_FIL:mode.1:1Filter59,2067 dual;CARD_FIL:func.0:1dual90,2914 Ideal;CARD_FIL:mode.2:2Ideal108,3181 dual;CARD_FIL:func.1:2dual118,3412 is_multiplicative_with;CARD_FIL:pred.1:1is_multiplicative_with132,3653 is_additive_with;CARD_FIL:pred.2:2is_additive_with140,3817 is_complete_with;CARD_FIL:pred.1:3is_complete_with148,3974 is_complete_with;CARD_FIL:pred.2:4is_complete_with153,4065 uniform;CARD_FIL:attr.1:1uniform161,4238 principal;CARD_FIL:attr.2:2principal165,4329 being_ultrafilter;CARD_FIL:attr.3:3being_ultrafilter169,4430 Extend_Filter;CARD_FIL:func.2:3Extend_Filter177,4553 Filters;CARD_FIL:func.3:4Filters195,5024 Frechet_Filter;CARD_FIL:func.4:5Frechet_Filter218,5567 Frechet_Ideal;CARD_FIL:func.5:6Frechet_Ideal225,5692 GCH;CARD_FIL:pred.3:5GCH268,6658 inaccessible;CARD_FIL:attr.4:4inaccessible276,6780 strong_limit;CARD_FIL:attr.5:5strong_limit291,7028 strongly_inaccessible;CARD_FIL:attr.6:6strongly_inaccessible312,7437 measurable;CARD_FIL:attr.7:7measurable337,7951 predecessor;CARD_FIL:func.6:7predecessor366,8553 Inf_Matrix;CARD_FIL:mode.0:3Inf_Matrix380,8800 is_Ulam_Matrix_of;CARD_FIL:pred.4:6is_Ulam_Matrix_of392,9133 cardfin2.abs, round;CARDFIN2:func.1:1round61,2349 derangements;CARDFIN2:func.2:2derangements87,3028 der_seq;CARDFIN2:func.3:3der_seq121,3966 not-one-to-one;CARDFIN2:func.4:4not-one-to-one157,4981 card_fin.abs, Choose;CARD_FIN:func.1:1Choose80,2935 Intersection;CARD_FIN:func.2:2Intersection124,4135 Card_Intersection;CARD_FIN:func.3:3Card_Intersection228,6921 card_lar.abs, is_unbounded_in;CARD_LAR:pred.1:1is_unbounded_in61,2007 is_closed_in;CARD_LAR:pred.2:2is_closed_in65,2081 is_club_in;CARD_LAR:pred.3:3is_club_in73,2222 unbounded;CARD_LAR:attr.1:1unbounded83,2367 closed;CARD_LAR:attr.2:2closed87,2427 bounded;CARD_LAR:attr.1:3bounded95,2552 LBound;CARD_LAR:func.1:1LBound132,3409 stationary;CARD_LAR:attr.3:4stationary153,3874 is_stationary_in;CARD_LAR:pred.4:4is_stationary_in167,4161 Element;CARD_LAR:mode.1:1Element183,4523 limpoints;CARD_LAR:func.2:2limpoints191,4662 Mahlo;CARD_LAR:attr.4:5Mahlo247,6222 strongly_Mahlo;CARD_LAR:attr.5:6strongly_Mahlo251,6309 cat_1.abs, CatStr;CAT_1:struct.1:1CatStr31,1230 Object;CAT_1:mode.0:1Object40,1476 Morphism;CAT_1:mode.0:2Morphism41,1512 (*);CAT_1:func.1:1(*)56,1765 Hom;CAT_1:func.2:2Hom64,1931 Morphism;CAT_1:mode.1:3Morphism83,2313 Category-like;CAT_1:attr.2:1Category-like116,3202 transitive;CAT_1:attr.3:2transitive122,3337 associative;CAT_1:attr.4:3associative128,3482 reflexive;CAT_1:attr.5:4reflexive135,3637 with_identities;CAT_1:attr.6:5with_identities140,3732 1Cat;CAT_1:func.3:31Cat152,4060 Category;CAT_1:mode.0:4Category181,4714 id;CAT_1:func.4:4id193,5049 *;CAT_1:func.5:5*259,6753 monic;CAT_1:attr.7:6monic294,7384 epi;CAT_1:attr.8:7epi304,7631 invertible;CAT_1:attr.9:8invertible313,7872 ";CAT_1:func.6:6"365,9297 terminal;CAT_1:attr.10:9terminal389,9751 initial;CAT_1:attr.11:10initial394,9883 are_isomorphic;CAT_1:pred.1:1are_isomorphic400,10023 Functor;CAT_1:mode.2:5Functor456,11323 Obj;CAT_1:func.7:7Obj504,13140 .;CAT_1:func.8:8.532,14034 *;CAT_1:func.9:9*559,14683 id;CAT_1:func.10:10id577,15102 isomorphic;CAT_1:attr.12:11isomorphic594,15439 full;CAT_1:attr.13:12full597,15562 faithful;CAT_1:attr.14:13faithful603,15753 hom;CAT_1:func.11:11hom645,17013 cat_2.abs, -->;CAT_2:func.1:1-->41,1445 Funct;CAT_2:func.2:2Funct51,1658 FUNCTOR-DOMAIN;CAT_2:mode.1:1FUNCTOR-DOMAIN64,1855 Element;CAT_2:mode.2:2Element73,2042 .;CAT_2:func.3:3.80,2219 Funct;CAT_2:func.4:4Funct85,2284 Subcategory;CAT_2:mode.3:3Subcategory92,2381 incl;CAT_2:func.5:5incl139,3582 full;CAT_2:attr.1:1full159,4026 [:;CAT_2:func.6:6[:212,5859 |:;CAT_2:func.7:7|:219,6034 [:;CAT_2:func.8:8[:224,6130 [;CAT_2:func.9:9[244,6820 [;CAT_2:func.10:10[257,7070 .;CAT_2:func.11:11.297,8272 ?-;CAT_2:func.12:12?-313,8670 -?;CAT_2:func.13:13-?329,9102 pr1;CAT_2:func.14:14pr1363,10364 pr2;CAT_2:func.15:15pr2366,10472 <:;CAT_2:func.16:16<:382,10876 [:;CAT_2:func.17:17[:398,11298 cat_3.abs, .-->;CAT_3:func.1:1.-->55,2001 doms;CAT_3:func.2:2doms71,2383 cods;CAT_3:func.3:3cods75,2497 opp;CAT_3:func.4:4opp96,2931 opp;CAT_3:func.5:5opp114,3356 *;CAT_3:func.6:6*133,3859 *;CAT_3:func.7:7*137,3971 "*";CAT_3:func.8:8"*"160,4621 retraction;CAT_3:attr.1:1retraction188,5343 coretraction;CAT_3:attr.2:2coretraction193,5448 /.;CAT_3:func.9:9/.234,6428 term;CAT_3:func.10:10term259,6957 init;CAT_3:func.11:11init279,7401 Projections_family;CAT_3:mode.1:1Projections_family297,7785 is_a_product_wrt;CAT_3:pred.1:1is_a_product_wrt331,8749 is_a_product_wrt;CAT_3:pred.2:2is_a_product_wrt375,10081 Injections_family;CAT_3:mode.2:2Injections_family426,11688 is_a_coproduct_wrt;CAT_3:pred.3:3is_a_coproduct_wrt469,12969 is_a_coproduct_wrt;CAT_3:pred.4:4is_a_coproduct_wrt514,14418 cat_4.abs, are_isomorphic;CAT_4:pred.0:1are_isomorphic37,1479 with_finite_product;CAT_4:attr.1:1with_finite_product47,1721 ProdCatStr;CAT_4:struct.1:1ProdCatStr61,2241 [1];CAT_4:func.1:1[1]75,2726 [x];CAT_4:func.2:2[x]79,2825 pr1;CAT_4:func.3:3pr182,2903 pr2;CAT_4:func.4:4pr285,2984 c1Cat;CAT_4:func.5:5c1Cat92,3093 Cartesian;CAT_4:attr.3:2Cartesian145,4494 Cartesian_category;CAT_4:mode.0:1Cartesian_category164,5014 term;CAT_4:func.6:6term185,5437 pr1;CAT_4:func.7:7pr1207,5828 pr2;CAT_4:func.8:8pr2208,5877 <:;CAT_4:func.9:9<:229,6343 lambda;CAT_4:func.10:10lambda259,7186 lambda';CAT_4:func.11:11lambda'262,7267 rho;CAT_4:func.12:12rho265,7353 rho';CAT_4:func.13:13rho'268,7431 Switch;CAT_4:func.14:14Switch282,7772 Delta;CAT_4:func.15:15Delta298,8050 Alpha;CAT_4:func.16:16Alpha311,8301 Alpha';CAT_4:func.17:17Alpha'315,8454 [x];CAT_4:func.18:18[x]334,8971 with_finite_coproduct;CAT_4:attr.4:3with_finite_coproduct363,9905 CoprodCatStr;CAT_4:struct.2:2CoprodCatStr377,10434 [[0]];CAT_4:func.19:19[[0]]392,10925 +;CAT_4:func.20:20+396,11023 in1;CAT_4:func.21:21in1399,11102 in2;CAT_4:func.22:22in2402,11184 c1Cat*;CAT_4:func.23:23c1Cat*409,11294 Cocartesian;CAT_4:attr.6:4Cocartesian463,12655 Cocartesian_category;CAT_4:mode.0:2Cocartesian_category482,13185 init;CAT_4:func.24:24init499,13551 in1;CAT_4:func.25:25in1533,14167 in2;CAT_4:func.26:26in2534,14214 in1;CAT_4:func.27:27in1543,14410 in2;CAT_4:func.28:28in2544,14457 [$;CAT_4:func.29:29[$552,14629 nabla;CAT_4:func.30:30nabla588,15571 +;CAT_4:func.31:31+596,15731 cat_5.abs, with_triple-like_morphisms;CAT_5:attr.1:1with_triple-like_morphisms40,1639 `11;CAT_5:func.1:1`1158,2135 `12;CAT_5:func.2:2`1259,2172 /\;CAT_5:func.3:3/\135,5487 Image;CAT_5:func.4:4Image158,6209 categorial;CAT_5:attr.2:2categorial183,6944 categorial;CAT_5:attr.2:3categorial191,7083 Element;CAT_5:mode.1:1Element203,7299 Categorial;CAT_5:attr.3:4Categorial208,7379 `11;CAT_5:func.5:5`11246,8502 `12;CAT_5:func.6:6`12247,8536 cat;CAT_5:func.7:7cat268,9047 `2;CAT_5:func.8:8`2280,9268 full;CAT_5:attr.4:5full302,10194 Hom;CAT_5:func.9:9Hom336,11137 Hom;CAT_5:func.10:10Hom339,11228 -SliceCat;CAT_5:func.11:11-SliceCat377,12220 -SliceCat;CAT_5:func.12:12-SliceCat388,12774 `2;CAT_5:func.13:13`2406,13431 `11;CAT_5:func.14:14`11407,13469 `12;CAT_5:func.15:15`12408,13511 `2;CAT_5:func.16:16`2424,14025 `11;CAT_5:func.17:17`11425,14063 `12;CAT_5:func.18:18`12426,14105 SliceFunctor;CAT_5:func.19:19SliceFunctor442,14621 SliceContraFunctor;CAT_5:func.20:20SliceContraFunctor447,14803 catalan1.abs, Catalan;CATALAN1:func.1:1Catalan54,1796 catalan2.abs, ^;CATALAN2:func.1:1^49,2195 dominated_by_0;CATALAN2:attr.1:1dominated_by_057,2315 Domin_0;CATALAN2:func.2:2Domin_0140,4613 OMEGA;CATALAN2:mode.1:1OMEGA202,6071 ^omega;CATALAN2:func.3:3^omega210,6219 (##);CATALAN2:func.4:4(##)269,8026 catalg_1.abs, -MSF;CATALG_1:func.1:1-MSF40,1736 empty;CATALG_1:attr.1:1empty63,2428 CatSign;CATALG_1:func.2:2CatSign94,3030 Signature;CATALG_1:mode.0:1Signature116,3681 Categorial;CATALG_1:attr.2:2Categorial121,3765 CatSignature;CATALG_1:mode.0:2CatSignature137,4076 CatSignature;CATALG_1:mode.1:3CatSignature142,4154 CatSign;CATALG_1:func.3:3CatSign170,4700 underlay;CATALG_1:func.4:4underlay175,4799 delta-concrete;CATALG_1:attr.3:3delta-concrete188,5096 idsym;CATALG_1:func.5:5idsym270,7561 homsym;CATALG_1:func.6:6homsym274,7630 compsym;CATALG_1:func.7:7compsym278,7705 idsym;CATALG_1:func.8:8idsym292,8117 homsym;CATALG_1:func.9:9homsym294,8194 compsym;CATALG_1:func.10:10compsym296,8275 Upsilon;CATALG_1:func.11:11Upsilon340,9756 Psi;CATALG_1:func.12:12Psi346,9985 MSAlg;CATALG_1:func.13:13MSAlg393,11766 cayley.abs, permutations;CAYLEY:func.1:1permutations47,1593 SymGroup;CAYLEY:func.2:2SymGroup76,2129 SymGroupsIso;CAYLEY:func.3:3SymGroupsIso122,3052 CayleyIso;CAYLEY:func.4:4CayleyIso148,3729 cc0sp1.abs, ComplexSubAlgebra;CC0SP1:mode.1:1ComplexSubAlgebra44,2297 Cadditively-linearly-closed;CC0SP1:attr.1:1Cadditively-linearly-closed72,3264 Mult_;CC0SP1:func.1:1Mult_80,3547 ComplexBoundedFunctions;CC0SP1:func.2:2ComplexBoundedFunctions86,3700 scalar-mult-cancelable;CC0SP1:attr.2:2scalar-mult-cancelable106,4258 C_Algebra_of_BoundedFunctions;CC0SP1:func.3:3C_Algebra_of_BoundedFunctions129,5081 modetrans;CC0SP1:func.4:4modetrans178,6773 PreNorms;CC0SP1:func.5:5PreNorms184,6939 ComplexBoundedFunctionsNorm;CC0SP1:func.6:6ComplexBoundedFunctionsNorm200,7413 C_Normed_Algebra_of_BoundedFunctions;CC0SP1:func.7:7C_Normed_Algebra_of_BoundedFunctions218,8012 cc0sp2.abs, continuous;CC0SP2:attr.1:1continuous48,2621 -->;CC0SP2:func.1:1-->56,2817 CContinuousFunctions;CC0SP2:func.2:2CContinuousFunctions119,4819 C_Algebra_of_ContinuousFunctions;CC0SP2:func.3:3C_Algebra_of_ContinuousFunctions138,5353 CContinuousFunctionsNorm;CC0SP2:func.4:4CContinuousFunctionsNorm211,8119 C_Normed_Algebra_of_ContinuousFunctions;CC0SP2:func.5:5C_Normed_Algebra_of_ContinuousFunctions219,8358 CC_0_Functions;CC0SP2:func.6:6CC_0_Functions380,14011 C_VectorSpace_of_C_0_Functions;CC0SP2:func.7:7C_VectorSpace_of_C_0_Functions427,15637 CC_0_FunctionsNorm;CC0SP2:func.8:8CC_0_FunctionsNorm442,16145 C_Normed_Space_of_C_0_Functions;CC0SP2:func.9:9C_Normed_Space_of_C_0_Functions449,16352 cfcont_1.abs, is_continuous_in;CFCONT_1:pred.1:1is_continuous_in49,1948 is_continuous_on;CFCONT_1:pred.2:2is_continuous_on196,6256 compact;CFCONT_1:attr.1:1compact252,8012 cfdiff_1.abs, -convergent;CFDIFF_1:attr.1:1-convergent50,2144 InvShift;CFDIFF_1:func.1:1InvShift61,2397 RestFunc-like;CFDIFF_1:attr.2:2RestFunc-like106,3320 C_RestFunc;CFDIFF_1:mode.0:1C_RestFunc117,3542 linear;CFDIFF_1:attr.3:3linear122,3670 C_LinearFunc;CFDIFF_1:mode.0:2C_LinearFunc133,3842 Neighbourhood;CFDIFF_1:mode.1:3Neighbourhood175,4905 is_differentiable_in;CFDIFF_1:pred.1:1is_differentiable_in191,5293 diff;CFDIFF_1:func.2:2diff203,5552 differentiable;CFDIFF_1:attr.4:4differentiable213,5775 is_differentiable_on;CFDIFF_1:pred.2:2is_differentiable_on221,5909 closed;CFDIFF_1:attr.5:5closed232,6157 open;CFDIFF_1:attr.6:6open241,6333 `|;CFDIFF_1:func.3:3`|288,7681 cfuncdom.abs, ComplexFuncAdd;CFUNCDOM:func.1:1ComplexFuncAdd39,1543 ComplexFuncMult;CFUNCDOM:func.2:2ComplexFuncMult47,1728 ComplexFuncExtMult;CFUNCDOM:func.3:3ComplexFuncExtMult56,1917 ComplexFuncZero;CFUNCDOM:func.4:4ComplexFuncZero66,2190 ComplexFuncUnit;CFUNCDOM:func.5:5ComplexFuncUnit73,2309 ComplexVectSpace;CFUNCDOM:func.6:6ComplexVectSpace179,5869 CRing;CFUNCDOM:func.7:7CRing202,6586 ComplexAlgebraStr;CFUNCDOM:struct.1:1ComplexAlgebraStr228,7232 CAlgebra;CFUNCDOM:func.8:8CAlgebra239,7535 vector-associative;CFUNCDOM:attr.2:1vector-associative266,8339 ComplexAlgebra;CFUNCDOM:mode.0:1ComplexAlgebra286,9018 cfunct_1.abs, Complex;CFUNCT_1:mode.0:1Complex44,1617 /;CFUNCT_1:func.1:1/49,1683 ^;CFUNCT_1:func.2:2^58,1870 cgames_1.abs, left-right;CGAMES_1:struct.1:1left-right35,1389 ConwayZero;CGAMES_1:func.1:1ConwayZero39,1464 ConwayDay;CGAMES_1:func.2:2ConwayDay50,1610 ConwayGame-like;CGAMES_1:attr.2:1ConwayGame-like78,2339 ConwayGame;CGAMES_1:mode.0:1ConwayGame99,2705 ConwayZero;CGAMES_1:func.3:3ConwayZero103,2764 ConwayOne;CGAMES_1:func.4:4ConwayOne107,2836 ConwayStar;CGAMES_1:func.5:5ConwayStar111,2941 the_LeftOptions_of;CGAMES_1:func.6:6the_LeftOptions_of127,3263 the_RightOptions_of;CGAMES_1:func.7:7the_RightOptions_of132,3381 the_Options_of;CGAMES_1:func.8:8the_Options_of140,3526 ConwayRank;CGAMES_1:func.9:9ConwayRank178,4498 ConwayGame-valued;CGAMES_1:attr.3:2ConwayGame-valued243,6302 ConwayGameChain-like;CGAMES_1:attr.4:3ConwayGameChain-like271,6853 ConwayGameChain;CGAMES_1:mode.0:2ConwayGameChain292,7280 the_Tree_of;CGAMES_1:func.10:10the_Tree_of312,7813 the_proper_Tree_of;CGAMES_1:func.11:11the_proper_Tree_of325,8030 the_Tree_of;CGAMES_1:func.12:12the_Tree_of336,8252 -;CGAMES_1:func.13:13-416,10522 nonnegative;CGAMES_1:attr.5:4nonnegative449,11533 nonpositive;CGAMES_1:attr.6:5nonpositive458,11744 zero;CGAMES_1:attr.7:6zero466,11843 fuzzy;CGAMES_1:attr.8:7fuzzy470,11927 positive;CGAMES_1:attr.9:8positive478,12046 negative;CGAMES_1:attr.10:9negative482,12131 chain_1.abs, bool;CHAIN_1:func.1:1bool55,2246 zero;CHAIN_1:attr.0:1zero62,2362 zero;CHAIN_1:attr.0:2zero69,2468 REAL;CHAIN_1:func.0:2REAL141,4250 Grating;CHAIN_1:mode.1:1Grating156,4588 .;CHAIN_1:func.2:3.171,4840 Gap;CHAIN_1:mode.2:2Gap203,5645 cell;CHAIN_1:func.3:4cell240,6724 cells;CHAIN_1:func.4:5cells284,8003 Cell;CHAIN_1:mode.0:3Cell380,11745 Chain;CHAIN_1:mode.0:4Chain385,11820 0_;CHAIN_1:func.5:60_390,11895 Omega;CHAIN_1:func.6:7Omega397,11984 +;CHAIN_1:func.0:8+405,12111 +;CHAIN_1:func.7:9+411,12203 infinite-cell;CHAIN_1:func.8:10infinite-cell416,12272 star;CHAIN_1:func.9:11star444,13053 del;CHAIN_1:func.10:12del456,13330 .;CHAIN_1:func.10:13.464,13515 bounds;CHAIN_1:pred.1:1bounds470,13620 Cycle;CHAIN_1:mode.3:5Cycle525,14952 del;CHAIN_1:func.10:14del546,15488 0_;CHAIN_1:func.11:150_553,15576 Omega;CHAIN_1:func.12:16Omega558,15645 +;CHAIN_1:func.13:17+564,15746 del;CHAIN_1:func.14:18del573,15924 Chains;CHAIN_1:func.15:19Chains580,16028 GrChain;CHAIN_1:mode.0:6GrChain590,16278 del;CHAIN_1:func.16:20del598,16447 chord.abs, .followSet;CHORD:func.1:1.followSet88,3162 minlength;CHORD:attr.1:1minlength200,7146 are_adjacent;CHORD:pred.1:1are_adjacent256,9159 .AdjacentSet;CHORD:func.2:2.AdjacentSet293,10671 AdjGraph;CHORD:mode.1:1AdjGraph364,13468 complete;CHORD:attr.2:2complete385,14208 simplicial;CHORD:attr.3:3simplicial415,14972 VertexSeparator;CHORD:mode.2:2VertexSeparator455,16373 minimal;CHORD:attr.4:4minimal510,18587 chordal;CHORD:attr.5:5chordal567,20972 chordless;CHORD:attr.5:6chordless577,21233 chordal;CHORD:attr.6:7chordal640,23755 VertexScheme;CHORD:mode.3:3VertexScheme715,26501 ..;CHORD:func.3:3..739,27146 .followSet;CHORD:func.4:4.followSet744,27272 perfect;CHORD:attr.7:8perfect753,27567 circcmb2.abs, MSAlg;CIRCCMB2:func.1:1MSAlg373,18728 circcmb3.abs, stabilizing;CIRCCMB3:attr.1:1stabilizing47,2308 stabilizing;CIRCCMB3:attr.2:2stabilizing56,2526 with_stabilization-limit;CIRCCMB3:attr.3:3with_stabilization-limit60,2624 Result;CIRCCMB3:func.1:1Result76,3091 stabilization-time;CIRCCMB3:func.2:2stabilization-time87,3375 one-gate;CIRCCMB3:attr.4:4one-gate188,8241 one-gate;CIRCCMB3:attr.5:5one-gate199,8517 Output;CIRCCMB3:func.3:3Output249,9697 Signature;CIRCCMB3:mode.1:1Signature344,13234 1GateCircStr;CIRCCMB3:func.4:41GateCircStr367,13911 Circuit;CIRCCMB3:mode.2:2Circuit373,14048 1GateCircuit;CIRCCMB3:func.5:51GateCircuit408,14946 +*;CIRCCMB3:func.6:6+*445,16085 +*;CIRCCMB3:func.7:7+*453,16273 with_nonpair_inputs;CIRCCMB3:attr.6:6with_nonpair_inputs755,31400 circcomb.abs, Gate;CIRCCOMB:mode.0:1Gate36,1609 +*;CIRCCOMB:func.1:1+*83,2680 tolerates;CIRCCOMB:pred.1:1tolerates88,2792 +*;CIRCCOMB:func.2:2+*98,3025 tolerates;CIRCCOMB:pred.2:2tolerates196,6649 +*;CIRCCOMB:func.3:3+*209,7003 1GateCircStr;CIRCCOMB:func.4:41GateCircStr344,13496 1GateCircStr;CIRCCOMB:func.5:51GateCircStr377,14413 unsplit;CIRCCOMB:attr.1:1unsplit417,15550 gate`1=arity;CIRCCOMB:attr.2:2gate`1=arity421,15644 gate`2isBoolean;CIRCCOMB:attr.3:3gate`2isBoolean426,15780 gate`2=den;CIRCCOMB:attr.4:4gate`2=den437,16093 gate`2=den;CIRCCOMB:attr.5:5gate`2=den446,16284 FinSeqLen;CIRCCOMB:mode.0:2FinSeqLen531,18872 1GateCircuit;CIRCCOMB:func.6:61GateCircuit541,19101 1GateCircuit;CIRCCOMB:func.7:71GateCircuit553,19424 Boolean;CIRCCOMB:attr.6:6Boolean628,21652 circled1.abs, circled;CIRCLED1:attr.0:1circled45,1873 Circled-Family;CIRCLED1:func.1:1Circled-Family82,2982 Cir;CIRCLED1:func.2:2Cir90,3183 circled;CIRCLED1:attr.1:2circled129,4270 circled_Combination;CIRCLED1:mode.0:1circled_Combination157,5086 circled_Combination;CIRCLED1:mode.0:2circled_Combination167,5349 circledComb;CIRCLED1:func.3:3circledComb172,5462 circledComb;CIRCLED1:func.4:4circledComb179,5647 circtrm1.abs, -CircuitStr;CIRCTRM1:func.1:1-CircuitStr50,2410 the_sort_of;CIRCTRM1:func.2:2the_sort_of178,6694 the_action_of;CIRCTRM1:func.3:3the_action_of201,7369 -CircuitSorts;CIRCTRM1:func.4:4-CircuitSorts222,8108 -CircuitCharact;CIRCTRM1:func.5:5-CircuitCharact246,8951 -Circuit;CIRCTRM1:func.6:6-Circuit260,9441 @;CIRCTRM1:func.7:7@321,11596 CompatibleValuation;CIRCTRM1:mode.1:1CompatibleValuation333,11933 are_equivalent_wrt;CIRCTRM1:pred.1:1are_equivalent_wrt373,13282 are_equivalent;CIRCTRM1:pred.2:2are_equivalent412,14666 preserves_inputs_of;CIRCTRM1:pred.3:3preserves_inputs_of426,15049 form_embedding_of;CIRCTRM1:pred.4:4form_embedding_of457,16157 are_similar_wrt;CIRCTRM1:pred.5:5are_similar_wrt482,17066 are_similar;CIRCTRM1:pred.6:6are_similar523,18690 calculates;CIRCTRM1:pred.7:7calculates624,22327 specifies;CIRCTRM1:pred.8:8specifies629,22473 SortMap;CIRCTRM1:mode.2:2SortMap642,22874 OperMap;CIRCTRM1:mode.3:3OperMap658,23401 circuit1.abs, Circuit;CIRCUIT1:mode.0:1Circuit44,2157 Set-Constants;CIRCUIT1:func.1:1Set-Constants52,2346 InputFuncs;CIRCUIT1:mode.0:2InputFuncs67,2804 -th_InputValues;CIRCUIT1:func.2:2-th_InputValues82,3355 State;CIRCUIT1:mode.0:3State90,3510 depends_on_in;CIRCUIT1:func.3:3depends_on_in105,3968 size;CIRCUIT1:func.4:4size173,6609 depth;CIRCUIT1:func.5:5depth210,8243 depth;CIRCUIT1:func.6:6depth239,9378 depth;CIRCUIT1:func.7:7depth250,9705 circuit2.abs, +*;CIRCUIT2:func.1:1+*53,2597 Fix_inp;CIRCUIT2:func.2:2Fix_inp59,2727 Fix_inp_ext;CIRCUIT2:func.3:3Fix_inp_ext73,3284 IGTree;CIRCUIT2:func.4:4IGTree120,5298 IGValue;CIRCUIT2:func.5:5IGValue144,6164 Following;CIRCUIT2:func.6:6Following169,6964 stable;CIRCUIT2:attr.1:1stable185,7499 Following;CIRCUIT2:func.7:7Following195,7679 InitialComp;CIRCUIT2:func.8:8InitialComp204,7879 Computation;CIRCUIT2:func.9:9Computation214,8120 classes1.abs, subset-closed;CLASSES1:attr.1:1subset-closed35,1221 Tarski;CLASSES1:attr.2:2Tarski43,1353 is_Tarski-Class_of;CLASSES1:pred.1:1is_Tarski-Class_of52,1557 Tarski-Class;CLASSES1:func.1:1Tarski-Class60,1669 Tarski-Class;CLASSES1:func.2:2Tarski-Class99,2576 Tarski-Class;CLASSES1:func.3:3Tarski-Class112,2957 Rank;CLASSES1:func.4:4Rank195,5450 the_transitive-closure_of;CLASSES1:func.5:5the_transitive-closure_of285,7476 the_rank_of;CLASSES1:func.6:6the_rank_of334,8801 are_fiberwise_equipotent;CLASSES1:pred.2:2are_fiberwise_equipotent392,10126 classes2.abs, universal;CLASSES2:attr.1:1universal201,5735 Universe;CLASSES2:mode.0:1Universe217,6036 {;CLASSES2:func.1:1{291,7402 bool;CLASSES2:func.2:2bool292,7439 union;CLASSES2:func.3:3union293,7479 meet;CLASSES2:func.4:4meet294,7520 {;CLASSES2:func.5:5{296,7569 [;CLASSES2:func.6:6[297,7608 \/;CLASSES2:func.7:7\/298,7647 /\;CLASSES2:func.8:8/\299,7687 \;CLASSES2:func.9:9\300,7727 \+\;CLASSES2:func.10:10\+\301,7766 [:;CLASSES2:func.11:11[:302,7807 Funcs;CLASSES2:func.12:12Funcs303,7848 FinSETS;CLASSES2:func.13:13FinSETS307,7909 SETS;CLASSES2:func.14:14SETS322,8149 Universe_closure;CLASSES2:func.15:15Universe_closure339,8453 FinSet;CLASSES2:mode.0:2FinSet346,8591 Set;CLASSES2:mode.0:3Set347,8628 UNIVERSE;CLASSES2:func.16:16UNIVERSE349,8668 clopban1.abs, [;];CLOPBAN1:func.1:1[;]45,2175 FuncExtMult;CLOPBAN1:func.2:2FuncExtMult51,2302 ComplexVectSpace;CLOPBAN1:func.3:3ComplexVectSpace106,3842 .;CLOPBAN1:func.4:4.129,4408 homogeneous;CLOPBAN1:attr.1:1homogeneous147,4948 LinearOperator;CLOPBAN1:mode.0:1LinearOperator161,5251 LinearOperators;CLOPBAN1:func.5:5LinearOperators166,5372 C_VectorSpace_of_LinearOperators;CLOPBAN1:func.6:6C_VectorSpace_of_LinearOperators200,6628 .;CLOPBAN1:func.7:7.221,7331 Lipschitzian;CLOPBAN1:attr.2:2Lipschitzian252,8327 BoundedLinearOperators;CLOPBAN1:func.8:8BoundedLinearOperators270,8778 C_VectorSpace_of_BoundedLinearOperators;CLOPBAN1:func.9:9C_VectorSpace_of_BoundedLinearOperators305,10099 .;CLOPBAN1:func.10:10.329,10892 modetrans;CLOPBAN1:func.11:11modetrans350,11555 PreNorms;CLOPBAN1:func.12:12PreNorms359,11731 BoundedLinearOperatorsNorm;CLOPBAN1:func.13:13BoundedLinearOperatorsNorm375,12184 C_NormSpace_of_BoundedLinearOperators;CLOPBAN1:func.14:14C_NormSpace_of_BoundedLinearOperators393,12742 .;CLOPBAN1:func.15:15.430,14146 complete;CLOPBAN1:attr.3:3complete476,15692 ComplexBanachSpace;CLOPBAN1:mode.0:2ComplexBanachSpace488,15909 clopban2.abs, *;CLOPBAN2:func.1:1*55,2717 +;CLOPBAN2:func.2:2+61,2875 *;CLOPBAN2:func.3:3*70,3142 *;CLOPBAN2:func.4:4*80,3377 FuncMult;CLOPBAN2:func.5:5FuncMult88,3587 FuncUnit;CLOPBAN2:func.6:6FuncUnit100,3915 Ring_of_BoundedLinearOperators;CLOPBAN2:func.7:7Ring_of_BoundedLinearOperators143,5354 C_Algebra_of_BoundedLinearOperators;CLOPBAN2:func.8:8C_Algebra_of_BoundedLinearOperators180,6619 ComplexBLAlgebra;CLOPBAN2:mode.0:1ComplexBLAlgebra210,7810 Normed_Complex_AlgebraStr;CLOPBAN2:struct.1:1Normed_Complex_AlgebraStr248,8907 C_Normed_Algebra_of_BoundedLinearOperators;CLOPBAN2:func.9:9C_Normed_Algebra_of_BoundedLinearOperators260,9286 Normed_Complex_Algebra;CLOPBAN2:mode.0:2Normed_Complex_Algebra309,11342 Banach_Algebra-like_1;CLOPBAN2:attr.2:1Banach_Algebra-like_1328,12095 Banach_Algebra-like_2;CLOPBAN2:attr.3:2Banach_Algebra-like_2331,12222 Banach_Algebra-like_3;CLOPBAN2:attr.4:3Banach_Algebra-like_3335,12301 Banach_Algebra-like;CLOPBAN2:attr.5:4Banach_Algebra-like342,12484 Complex_Banach_Algebra;CLOPBAN2:mode.0:3Complex_Banach_Algebra369,13262 clopban3.abs, summable;CLOPBAN3:attr.1:1summable48,2236 Sum;CLOPBAN3:func.1:1Sum62,2478 norm_summable;CLOPBAN3:attr.2:2norm_summable70,2632 *;CLOPBAN3:func.2:2*323,11841 *;CLOPBAN3:func.3:3*332,12060 *;CLOPBAN3:func.4:4*340,12257 GeoSeq;CLOPBAN3:func.5:5GeoSeq349,12451 #N;CLOPBAN3:func.6:6#N358,12673 clopban4.abs, ExpSeq;CLOPBAN4:func.1:1ExpSeq86,3212 Expan;CLOPBAN4:func.2:2Expan101,3603 Expan_e;CLOPBAN4:func.3:3Expan_e111,3825 Alfa;CLOPBAN4:func.4:4Alfa121,4053 Conj;CLOPBAN4:func.5:5Conj131,4279 exp_;CLOPBAN4:func.6:6exp_221,6902 exp;CLOPBAN4:func.7:7exp229,7072 closure1.abs, ..;CLOSURE1:func.1:1..62,2218 MSSetOp;CLOSURE1:mode.0:1MSSetOp94,3220 ..;CLOSURE1:func.2:2..101,3365 reflexive;CLOSURE1:attr.1:1reflexive108,3464 monotonic;CLOSURE1:attr.2:2monotonic112,3562 idempotent;CLOSURE1:attr.3:3idempotent116,3677 topological;CLOSURE1:attr.4:4topological120,3785 **;CLOSURE1:func.3:3**184,5425 MSClosureStr;CLOSURE1:struct.1:1MSClosureStr222,6498 additive;CLOSURE1:attr.6:5additive231,6735 absolutely-additive;CLOSURE1:attr.7:6absolutely-additive235,6814 multiplicative;CLOSURE1:attr.8:7multiplicative239,6915 absolutely-multiplicative;CLOSURE1:attr.9:8absolutely-multiplicative243,7006 properly-upper-bound;CLOSURE1:attr.10:9properly-upper-bound247,7119 properly-lower-bound;CLOSURE1:attr.11:10properly-lower-bound251,7222 MSFull;CLOSURE1:func.4:4MSFull259,7356 MSClosureSystem;CLOSURE1:mode.0:2MSClosureSystem387,10349 MSClosureOperator;CLOSURE1:mode.0:3MSClosureOperator392,10456 MSFixPoints;CLOSURE1:func.5:5MSFixPoints398,10602 ClOp->ClSys;CLOSURE1:func.6:6ClOp->ClSys477,13915 ClSys->ClOp;CLOSURE1:func.7:7ClSys->ClOp501,14432 closure2.abs, in';CLOSURE2:pred.0:1in'38,1481 c=';CLOSURE2:pred.0:2c='43,1541 Bool;CLOSURE2:func.1:1Bool58,1929 SubsetFamily;CLOSURE2:mode.0:1SubsetFamily71,2138 Bool;CLOSURE2:func.2:2Bool76,2213 Element;CLOSURE2:mode.1:2Element94,2547 |.;CLOSURE2:func.3:3|.135,3407 |:;CLOSURE2:func.4:4|:155,3928 |:;CLOSURE2:func.5:5|:198,4813 additive;CLOSURE2:attr.1:1additive220,5340 absolutely-additive;CLOSURE2:attr.2:2absolutely-additive223,5438 multiplicative;CLOSURE2:attr.3:3multiplicative227,5561 absolutely-multiplicative;CLOSURE2:attr.4:4absolutely-multiplicative230,5665 properly-upper-bound;CLOSURE2:attr.5:5properly-upper-bound234,5793 properly-lower-bound;CLOSURE2:attr.6:6properly-lower-bound238,5863 Bool;CLOSURE2:func.6:6Bool253,6191 SetOp;CLOSURE2:mode.0:3SetOp293,7046 .;CLOSURE2:func.7:7.300,7177 reflexive;CLOSURE2:attr.7:7reflexive307,7273 monotonic;CLOSURE2:attr.8:8monotonic311,7372 idempotent;CLOSURE2:attr.9:9idempotent315,7488 topological;CLOSURE2:attr.10:10topological319,7594 *;CLOSURE2:func.8:8*366,8755 ClosureStr;CLOSURE2:struct.1:1ClosureStr387,9322 additive;CLOSURE2:attr.12:11additive396,9553 absolutely-additive;CLOSURE2:attr.13:12absolutely-additive400,9633 multiplicative;CLOSURE2:attr.14:13multiplicative404,9735 absolutely-multiplicative;CLOSURE2:attr.15:14absolutely-multiplicative408,9827 properly-upper-bound;CLOSURE2:attr.16:15properly-upper-bound412,9941 properly-lower-bound;CLOSURE2:attr.17:16properly-lower-bound416,10045 Full;CLOSURE2:func.9:9Full424,10179 ClosureSystem;CLOSURE2:mode.0:4ClosureSystem551,13100 ClosureOperator;CLOSURE2:mode.0:5ClosureOperator556,13203 ClOp->ClSys;CLOSURE2:func.10:10ClOp->ClSys563,13382 Cl;CLOSURE2:func.11:11Cl581,13813 ClSys->ClOp;CLOSURE2:func.12:12ClSys->ClOp607,14778 closure3.abs, support;CLOSURE3:func.1:1support59,2282 MSUnion;CLOSURE3:func.2:2MSUnion83,2992 \/;CLOSURE3:func.3:3\/101,3485 /\;CLOSURE3:func.4:4/\114,3901 algebraic;CLOSURE3:attr.1:1algebraic131,4507 algebraic;CLOSURE3:attr.2:2algebraic145,4948 SubAlgCl;CLOSURE3:func.5:5SubAlgCl152,5123 clvect_1.abs, CLSStruct;CLVECT_1:struct.1:1CLSStruct38,1797 VECTOR;CLVECT_1:mode.0:1VECTOR49,2074 *;CLVECT_1:func.1:1*54,2191 vector-distributive;CLVECT_1:attr.2:1vector-distributive69,2517 scalar-distributive;CLVECT_1:attr.3:2scalar-distributive72,2643 scalar-associative;CLVECT_1:attr.4:3scalar-associative75,2769 scalar-unital;CLVECT_1:attr.5:4scalar-unital78,2892 Trivial-CLSStruct;CLVECT_1:func.2:2Trivial-CLSStruct84,3004 ComplexLinearSpace;CLVECT_1:mode.0:2ComplexLinearSpace100,3394 linearly-closed;CLVECT_1:attr.6:5linearly-closed178,5114 Subspace;CLVECT_1:mode.1:3Subspace212,6032 (0).;CLVECT_1:func.3:3(0).332,8929 (Omega).;CLVECT_1:func.4:4(Omega).340,9046 +;CLVECT_1:func.5:5+370,9616 Coset;CLVECT_1:mode.2:4Coset378,9725 CNORMSTR;CLVECT_1:struct.2:2CNORMSTR518,12785 ComplexNormSpace-like;CLVECT_1:attr.8:6ComplexNormSpace-like531,13123 ComplexNormSpace;CLVECT_1:mode.0:5ComplexNormSpace546,13548 *;CLVECT_1:func.6:6*596,14691 convergent;CLVECT_1:attr.9:7convergent605,14816 lim;CLVECT_1:func.7:7lim631,15411 clvect_2.abs, convergent;CLVECT_2:attr.1:1convergent43,1851 lim;CLVECT_2:func.1:1lim82,2848 ||.;CLVECT_2:func.2:2||.124,4005 dist;CLVECT_2:func.3:3dist143,4450 Ball;CLVECT_2:func.4:4Ball224,7200 cl_Ball;CLVECT_2:func.5:5cl_Ball228,7306 Sphere;CLVECT_2:func.6:6Sphere232,7417 Cauchy;CLVECT_2:attr.2:2Cauchy294,8685 is_compared_to;CLVECT_2:pred.1:1is_compared_to332,9572 is_compared_to;CLVECT_2:pred.2:2is_compared_to347,9881 bounded;CLVECT_2:attr.3:3bounded377,10670 complete;CLVECT_2:attr.4:4complete456,12673 clvect_3.abs, summable;CLVECT_3:attr.1:1summable64,2459 Sum;CLVECT_3:func.1:1Sum68,2542 Sum;CLVECT_3:func.2:2Sum108,3707 Sum;CLVECT_3:func.3:3Sum133,4173 Sum;CLVECT_3:func.4:4Sum156,4794 Sum;CLVECT_3:func.5:5Sum163,4907 absolutely_summable;CLVECT_3:attr.2:2absolutely_summable170,5024 *;CLVECT_3:func.6:6*245,7365 Cauchy;CLVECT_3:attr.3:3Cauchy278,8173 cohsp_1.abs, binary_complete;COHSP_1:attr.0:1binary_complete35,1479 FlatCoh;COHSP_1:func.1:1FlatCoh48,1728 Sub_of_Fin;COHSP_1:func.2:2Sub_of_Fin51,1790 c=directed;COHSP_1:attr.1:2c=directed97,2858 c=filtered;COHSP_1:attr.2:3c=filtered100,2978 Fin;COHSP_1:func.3:3Fin161,4560 multiplicative;COHSP_1:attr.0:4multiplicative170,4799 d.union-closed;COHSP_1:attr.3:5d.union-closed176,4884 union;COHSP_1:func.4:4union200,5412 includes_lattice_of;COHSP_1:pred.1:1includes_lattice_of205,5489 includes_lattice_of;COHSP_1:pred.2:2includes_lattice_of216,5768 union-distributive;COHSP_1:attr.4:6union-distributive229,6075 d.union-distributive;COHSP_1:attr.5:7d.union-distributive234,6214 c=-monotone;COHSP_1:attr.6:8c=-monotone243,6412 cap-distributive;COHSP_1:attr.7:9cap-distributive247,6536 U-continuous;COHSP_1:attr.8:10U-continuous282,7438 U-stable;COHSP_1:attr.9:11U-stable290,7581 U-linear;COHSP_1:attr.10:12U-linear298,7729 graph;COHSP_1:func.5:5graph370,9790 graph;COHSP_1:func.6:6graph380,10025 Trace;COHSP_1:func.7:7Trace427,11671 Trace;COHSP_1:func.8:8Trace443,12138 StabCoh;COHSP_1:func.9:9StabCoh520,15087 LinTrace;COHSP_1:func.10:10LinTrace555,16136 LinTrace;COHSP_1:func.11:11LinTrace577,16723 LinCoh;COHSP_1:func.12:12LinCoh587,16916 'not';COHSP_1:func.13:13'not'663,19783 U+;COHSP_1:func.14:14U+706,21009 "/\";COHSP_1:func.15:15"/\"748,22135 "\/";COHSP_1:func.16:16"\/"752,22263 [*];COHSP_1:func.17:17[*]820,24313 coh_sp.abs, binary_complete;COH_SP:attr.1:1binary_complete38,1432 Coherence_Space;COH_SP:mode.0:1Coherence_Space50,1671 Web;COH_SP:func.1:1Web69,2005 CohSp;COH_SP:func.2:2CohSp101,2752 CSp;COH_SP:func.3:3CSp125,3170 FuncsC;COH_SP:func.4:4FuncsC149,3587 MapsC;COH_SP:func.5:5MapsC168,4013 dom;COH_SP:func.6:6dom200,4889 cod;COH_SP:func.7:7cod203,4955 id$;COH_SP:func.8:8id$213,5098 *;COH_SP:func.9:9*227,5407 CDom;COH_SP:func.10:10CDom248,5877 CCod;COH_SP:func.11:11CCod252,5974 CComp;COH_SP:func.12:12CComp256,6071 CohCat;COH_SP:func.13:13CohCat268,6322 Toler;COH_SP:func.14:14Toler285,6677 Toler_on_subsets;COH_SP:func.15:15Toler_on_subsets298,6860 TOL;COH_SP:func.16:16TOL332,7520 `2;COH_SP:func.17:17`2362,8043 `1;COH_SP:func.18:18`1363,8079 FuncsT;COH_SP:func.19:19FuncsT368,8146 MapsT;COH_SP:func.20:20MapsT387,8551 dom;COH_SP:func.21:21dom419,9392 cod;COH_SP:func.22:22cod422,9459 id$;COH_SP:func.23:23id$432,9603 *;COH_SP:func.24:24*446,9911 fDom;COH_SP:func.25:25fDom467,10377 fCod;COH_SP:func.26:26fCod471,10474 fComp;COH_SP:func.27:27fComp475,10571 TolCat;COH_SP:func.28:28TolCat486,10811 collsp.abs, Relation3;COLLSP:mode.1:1Relation332,1062 CollStr;COLLSP:struct.1:1CollStr46,1391 is_collinear;COLLSP:pred.1:1is_collinear59,1645 reflexive;COLLSP:attr.2:1reflexive67,1779 transitive;COLLSP:attr.3:2transitive76,1967 CollSp;COLLSP:mode.0:2CollSp89,2304 Line;COLLSP:func.1:1Line127,3279 proper;COLLSP:attr.4:3proper146,3722 LINE;COLLSP:mode.2:3LINE164,4060 combgras.abs, PartialLinearSpace;COMBGRAS:mode.0:1PartialLinearSpace87,3254 G_;COMBGRAS:func.1:1G_95,3436 clique;COMBGRAS:attr.1:1clique128,4701 maximal_clique;COMBGRAS:attr.2:2maximal_clique138,4907 STAR;COMBGRAS:attr.3:3STAR149,5166 TOP;COMBGRAS:attr.4:4TOP154,5309 IncProjMap;COMBGRAS:struct.1:1IncProjMap175,5940 .;COMBGRAS:func.2:2.183,6196 .;COMBGRAS:func.3:3.192,6374 incidence_preserving;COMBGRAS:attr.6:5incidence_preserving205,6763 automorphism;COMBGRAS:attr.7:6automorphism220,7192 .:;COMBGRAS:func.4:4.:231,7457 ";COMBGRAS:func.5:5"240,7669 ^^;COMBGRAS:func.6:6^^248,7818 ^^;COMBGRAS:func.7:7^^260,8095 incprojmap;COMBGRAS:func.8:8incprojmap302,9659 commacat.abs, commaObjs;COMMACAT:func.1:1commaObjs47,1563 commaMorphs;COMMACAT:func.2:2commaMorphs64,2022 `11;COMMACAT:func.3:3`1177,2395 `12;COMMACAT:func.4:4`1278,2446 *;COMMACAT:func.5:5*92,2840 commaComp;COMMACAT:func.6:6commaComp100,2993 comma;COMMACAT:func.7:7comma112,3292 1Cat;COMMACAT:func.8:81Cat128,3760 comma;COMMACAT:func.9:9comma135,3872 comma;COMMACAT:func.10:10comma138,3963 compact1.abs, compact;COMPACT1:attr.1:1compact36,1587 relatively-compact;COMPACT1:attr.2:2relatively-compact44,1744 pre-compact;COMPACT1:attr.2:3pre-compact67,2158 liminally-compact;COMPACT1:attr.0:4liminally-compact74,2283 liminally-compact;COMPACT1:attr.0:5liminally-compact81,2413 locally-relatively-compact;COMPACT1:attr.3:6locally-relatively-compact89,2589 locally-closed/compact;COMPACT1:attr.4:7locally-closed/compact98,2787 locally-compact;COMPACT1:attr.5:8locally-compact106,2975 embedding;COMPACT1:attr.6:9embedding176,4551 compactification;COMPACT1:attr.7:10compactification188,4929 One-Point_Compactification;COMPACT1:func.1:1One-Point_Compactification201,5193 complex1.abs, Re;COMPLEX1:func.1:1Re42,1391 Im;COMPLEX1:func.2:2Im47,1513 Re;COMPLEX1:func.3:3Re62,1773 Im;COMPLEX1:func.4:4Im63,1803 =;COMPLEX1:pred.0:1=78,2100 0c;COMPLEX1:func.0:50c84,2196 0c;COMPLEX1:func.5:60c88,2233 1r;COMPLEX1:func.6:71r93,2293 ;COMPLEX1:func.7:896,2355 +;COMPLEX1:func.8:9+114,2659 *;COMPLEX1:func.9:10*124,2905 -;COMPLEX1:func.10:11-157,3689 -;COMPLEX1:func.11:12-171,3933 ";COMPLEX1:func.12:13"182,4177 /;COMPLEX1:func.13:14/204,4680 *';COMPLEX1:func.14:15*'225,5333 *';COMPLEX1:func.15:16*'233,5469 |.;COMPLEX1:func.16:17|.286,6381 |.;COMPLEX1:func.17:18|.294,6507 abs;COMPLEX1:func.16:19abs417,8595 abs;COMPLEX1:func.18:20abs422,8666 complex2.abs, .|.;COMPLEX2:func.1:1.|.136,4663 Rotate;COMPLEX2:func.2:2Rotate213,6217 angle;COMPLEX2:func.3:3angle257,7175 angle;COMPLEX2:func.4:4angle295,8213 complfld.abs, F_Complex;COMPLFLD:func.1:1F_Complex34,1424 *';COMPLFLD:func.2:2*'102,3157 CRoot;COMPLFLD:mode.1:1CRoot327,8616 complsp1.abs, the_Complex_Space;COMPLSP1:func.1:1the_Complex_Space38,1555 complsp2.abs, *';COMPLSP2:func.1:1*'39,1731 -;COMPLSP2:func.2:2-51,2036 +;COMPLSP2:func.3:3+55,2125 *;COMPLSP2:func.4:4*60,2238 -;COMPLSP2:func.5:5-100,3276 Re;COMPLSP2:func.6:6Re147,4482 Im;COMPLSP2:func.7:7Im157,4692 |(;COMPLSP2:func.8:8|(164,4828 compl_sp.abs, pointwise_bounded;COMPL_SP:attr.1:1pointwise_bounded50,2284 diameter;COMPL_SP:func.1:1diameter64,2580 open;COMPL_SP:attr.2:2open96,3640 closed;COMPL_SP:attr.3:3closed105,3772 open;COMPL_SP:attr.4:4open131,4343 closed;COMPL_SP:attr.5:5closed135,4412 open;COMPL_SP:attr.6:6open156,4816 closed;COMPL_SP:attr.7:7closed160,4885 countably_compact;COMPL_SP:attr.8:8countably_compact247,8090 well_dist;COMPL_SP:func.2:2well_dist360,12224 WellSpace;COMPL_SP:func.3:3WellSpace381,13033 compos_0.abs, standard-ins;COMPOS_0:attr.1:1standard-ins45,1971 InsCode;COMPOS_0:func.0:1InsCode59,2198 JumpPart;COMPOS_0:func.0:2JumpPart60,2229 AddressPart;COMPOS_0:func.0:3AddressPart61,2261 InsCodes;COMPOS_0:func.1:4InsCodes94,2945 InsType;COMPOS_0:mode.0:1InsType106,3150 InsCode;COMPOS_0:func.2:5InsCode112,3277 JumpParts;COMPOS_0:func.3:6JumpParts118,3401 AddressParts;COMPOS_0:func.4:7AddressParts121,3502 homogeneous;COMPOS_0:attr.2:2homogeneous135,3835 J/A-independent;COMPOS_0:attr.3:3J/A-independent141,3992 ins-loc-free;COMPOS_0:attr.4:4ins-loc-free188,5076 IncAddr;COMPOS_0:func.5:8IncAddr203,5407 with_halt;COMPOS_0:attr.5:5with_halt272,7485 halt;COMPOS_0:func.6:9halt296,7898 No-StopCode;COMPOS_0:attr.6:6No-StopCode325,8580 Instructions;COMPOS_0:mode.0:2Instructions333,8688 compos_1.abs, COM-Struct;COMPOS_1:struct.1:1COM-Struct47,2157 Trivial-COM;COMPOS_1:func.1:1Trivial-COM54,2252 Instruction;COMPOS_1:mode.0:1Instruction62,2398 halt;COMPOS_1:func.2:2halt68,2511 halt-free;COMPOS_1:attr.2:1halt-free80,2846 Instruction-Sequence;COMPOS_1:mode.0:2Instruction-Sequence92,3058 .;COMPOS_1:func.3:3.99,3237 halts_at;COMPOS_1:pred.1:1halts_at107,3401 halts_at;COMPOS_1:pred.1:2halts_at115,3562 Load;COMPOS_1:func.0:4Load125,3745 preProgram;COMPOS_1:mode.0:3preProgram136,3931 halt-ending;COMPOS_1:attr.3:2halt-ending143,4095 unique-halt;COMPOS_1:attr.4:3unique-halt147,4171 Program;COMPOS_1:mode.0:4Program161,4431 Stop;COMPOS_1:func.4:5Stop176,4693 MacroInstruction;COMPOS_1:mode.0:5MacroInstruction203,5214 IncAddr;COMPOS_1:func.5:6IncAddr249,6234 Reloc;COMPOS_1:func.6:7Reloc307,7712 ';';COMPOS_1:func.7:8';'329,8347 ';';COMPOS_1:func.8:9';'403,10392 Load;COMPOS_1:func.9:10Load485,12390 stop;COMPOS_1:func.10:11stop495,12564 Macro;COMPOS_1:func.11:12Macro519,12985 halt-free;COMPOS_1:attr.2:4halt-free699,17094 compos_2.abs, ';';COMPOS_2:func.1:1';'53,2016 ';';COMPOS_2:func.2:2';'60,2191 ';';COMPOS_2:func.3:3';'67,2340 <=;COMPOS_2:pred.1:1<=129,3581 <=;COMPOS_2:pred.2:2<=136,3666 closed;COMPOS_2:attr.1:1closed319,8018 comptrig.abs, Arg;COMPTRIG:func.1:1Arg156,4202 CRoot;COMPTRIG:mode.1:1CRoot241,6544 compts_1.abs, compact;COMPTS_1:attr.1:1compact39,1322 regular;COMPTS_1:attr.0:2regular50,1555 normal;COMPTS_1:attr.0:3normal55,1776 Hausdorff;COMPTS_1:attr.0:4Hausdorff64,2043 compact;COMPTS_1:attr.2:5compact69,2139 1TopSp;COMPTS_1:func.1:11TopSp155,4689 comput_1.abs, compatible;COMPUT_1:attr.1:1compatible81,2841 to-naturals;COMPUT_1:attr.0:2to-naturals129,4038 len-total;COMPUT_1:attr.2:3len-total139,4210 with_the_same_arity;COMPUT_1:attr.3:4with_the_same_arity232,6366 arity;COMPUT_1:func.1:1arity253,6946 HFuncs;COMPUT_1:func.2:2HFuncs266,7275 const;COMPUT_1:func.3:3const304,8288 succ;COMPUT_1:func.4:4succ326,8740 proj;COMPUT_1:func.5:5proj346,9158 Element;COMPUT_1:mode.1:1Element401,10639 is_primitive-recursively_expressed_by;COMPUT_1:pred.1:1is_primitive-recursively_expressed_by448,12332 primrec;COMPUT_1:func.6:6primrec464,13018 primrec;COMPUT_1:func.7:7primrec504,14440 +*;COMPUT_1:func.8:8+*525,15139 composition_closed;COMPUT_1:attr.4:5composition_closed565,16488 primitive-recursion_closed;COMPUT_1:attr.5:6primitive-recursion_closed571,16702 primitive-recursively_closed;COMPUT_1:attr.6:7primitive-recursively_closed580,16951 PrimRec;COMPUT_1:func.9:9PrimRec625,18288 primitive-recursive;COMPUT_1:attr.7:8primitive-recursive645,18739 initial-funcs;COMPUT_1:func.10:10initial-funcs670,19218 PR-closure;COMPUT_1:func.11:11PR-closure675,19409 composition-closure;COMPUT_1:func.12:12composition-closure680,19659 PrimRec-Approximation;COMPUT_1:func.13:13PrimRec-Approximation688,19900 -ary;COMPUT_1:attr.8:9-ary726,20857 (1,2)->(1,?,2);COMPUT_1:func.14:14(1,2)->(1,?,2)815,23556 [+];COMPUT_1:func.15:15[+]849,24431 [*];COMPUT_1:func.16:16[*]858,24602 [!];COMPUT_1:func.17:17[!]894,25462 [^];COMPUT_1:func.18:18[^]923,26534 [pred];COMPUT_1:func.19:19[pred]932,26719 [-];COMPUT_1:func.20:20[-]941,26914 comseq_1.abs, Complex_Sequence;COMSEQ_1:mode.0:1Complex_Sequence36,1364 non-zero;COMSEQ_1:attr.0:1non-zero55,1851 comseq_2.abs, *';COMSEQ_2:func.1:1*'49,1905 *';COMSEQ_2:func.2:2*'60,2136 bounded;COMSEQ_2:attr.1:1bounded97,2883 bounded;COMSEQ_2:attr.1:2bounded106,3048 convergent;COMSEQ_2:attr.2:3convergent126,3440 lim;COMSEQ_2:func.3:3lim136,3613 comseq_3.abs, GeoSeq;COMSEQ_3:func.1:1GeoSeq100,3679 #N;COMSEQ_3:func.0:2#N108,3850 #N;COMSEQ_3:func.2:3#N113,3942 Re;COMSEQ_3:func.3:4Re123,4118 Im;COMSEQ_3:func.4:5Im127,4236 Re;COMSEQ_3:func.5:6Re141,4532 Im;COMSEQ_3:func.6:7Im142,4576 Re;COMSEQ_3:func.7:8Re147,4666 Im;COMSEQ_3:func.8:9Im151,4759 *;COMSEQ_3:func.9:10*192,5844 Partial_Sums;COMSEQ_3:func.10:11Partial_Sums203,6102 Sum;COMSEQ_3:func.11:12Sum208,6202 summable;COMSEQ_3:attr.1:1summable337,10207 absolutely_summable;COMSEQ_3:attr.2:2absolutely_summable354,10519 conaffm.abs, satisfying_DES;CONAFFM:attr.1:1satisfying_DES31,1051 satisfying_AH;CONAFFM:attr.2:2satisfying_AH36,1297 satisfying_3H;CONAFFM:attr.3:3satisfying_3H41,1519 satisfying_ODES;CONAFFM:attr.4:4satisfying_ODES45,1654 satisfying_LIN;CONAFFM:attr.5:5satisfying_LIN51,1866 satisfying_LIN1;CONAFFM:attr.6:6satisfying_LIN158,2138 satisfying_LIN2;CONAFFM:attr.7:7satisfying_LIN265,2411 conlat_1.abs, quasi-empty;CONLAT_1:attr.1:1quasi-empty35,1407 ContextStr;CONLAT_1:struct.1:1ContextStr51,1721 FormalContext;CONLAT_1:mode.0:1FormalContext61,1969 Object;CONLAT_1:mode.0:2Object66,2059 Attribute;CONLAT_1:mode.0:3Attribute67,2095 is-connected-with;CONLAT_1:pred.1:1is-connected-with87,2545 is-not-connected-with;CONLAT_1:pred.1:2is-not-connected-with97,2724 ObjectDerivation;CONLAT_1:func.1:1ObjectDerivation106,2862 AttributeDerivation;CONLAT_1:func.2:2AttributeDerivation117,3174 phi;CONLAT_1:func.3:3phi181,5527 psi;CONLAT_1:func.4:4psi189,5707 co-Galois;CONLAT_1:attr.3:2co-Galois198,5927 ConceptStr;CONLAT_1:struct.2:2ConceptStr242,7430 empty;CONLAT_1:attr.5:3empty249,7613 quasi-empty;CONLAT_1:attr.6:4quasi-empty253,7714 concept-like;CONLAT_1:attr.7:5concept-like278,8247 FormalConcept;CONLAT_1:mode.0:4FormalConcept293,8575 universal;CONLAT_1:attr.8:6universal330,10134 co-universal;CONLAT_1:attr.9:7co-universal339,10296 Concept-with-all-Objects;CONLAT_1:func.5:5Concept-with-all-Objects353,10581 Concept-with-all-Attributes;CONLAT_1:func.6:6Concept-with-all-Attributes364,10928 Set-of-FormalConcepts;CONLAT_1:mode.1:5Set-of-FormalConcepts399,12285 Element;CONLAT_1:mode.2:6Element408,12508 is-SubConcept-of;CONLAT_1:pred.2:3is-SubConcept-of414,12642 is-SuperConcept-of;CONLAT_1:pred.2:4is-SuperConcept-of423,12820 B-carrier;CONLAT_1:func.7:7B-carrier443,13485 B-carrier;CONLAT_1:func.8:8B-carrier453,13787 B-meet;CONLAT_1:func.9:9B-meet467,14106 B-join;CONLAT_1:func.10:10B-join479,14538 ConceptLattice;CONLAT_1:func.11:11ConceptLattice535,16619 Element;CONLAT_1:mode.3:7Element552,17038 @;CONLAT_1:func.12:12@558,17175 conlat_2.abs, @;CONLAT_2:func.1:1@36,1525 "/\";CONLAT_2:func.2:2"/\"69,2617 "\/";CONLAT_2:func.3:3"\/"72,2710 gamma;CONLAT_2:func.4:4gamma121,4978 delta;CONLAT_2:func.5:5delta133,5363 Context;CONLAT_2:func.6:6Context167,6643 .:;CONLAT_2:func.7:7.:190,7184 .:;CONLAT_2:func.8:8.:210,7803 DualHomomorphism;CONLAT_2:func.9:9DualHomomorphism228,8230 conmetr1.abs, satisfying_minor_Scherungssatz;CONMETR1:attr.1:1satisfying_minor_Scherungssatz34,1180 satisfying_major_Scherungssatz;CONMETR1:attr.2:2satisfying_major_Scherungssatz46,1588 satisfying_Scherungssatz;CONMETR1:attr.3:3satisfying_Scherungssatz59,2043 satisfying_indirect_Scherungssatz;CONMETR1:attr.4:4satisfying_indirect_Scherungssatz71,2471 satisfying_minor_indirect_Scherungssatz;CONMETR1:attr.5:5satisfying_minor_indirect_Scherungssatz83,2907 satisfying_major_indirect_Scherungssatz;CONMETR1:attr.6:6satisfying_major_indirect_Scherungssatz95,3325 conmetr.abs, satisfying_OPAP;CONMETR:attr.1:1satisfying_OPAP36,1253 satisfying_PAP;CONMETR:attr.2:2satisfying_PAP43,1560 satisfying_MH1;CONMETR:attr.3:3satisfying_MH149,1887 satisfying_MH2;CONMETR:attr.4:4satisfying_MH256,2172 satisfying_TDES;CONMETR:attr.5:5satisfying_TDES63,2457 satisfying_SCH;CONMETR:attr.6:6satisfying_SCH70,2716 satisfying_OSCH;CONMETR:attr.7:7satisfying_OSCH77,3107 satisfying_des;CONMETR:attr.8:8satisfying_des85,3474 connsp_1.abs, are_separated;CONNSP_1:pred.1:1are_separated39,1277 connected;CONNSP_1:attr.1:1connected86,2494 connected;CONNSP_1:attr.2:2connected120,3484 are_joined;CONNSP_1:pred.2:2are_joined182,5399 a_component;CONNSP_1:attr.3:3a_component211,6267 is_a_component_of;CONNSP_1:pred.3:3is_a_component_of253,7246 Component_of;CONNSP_1:func.1:1Component_of269,7595 connsp_2.abs, a_neighborhood;CONNSP_2:mode.1:1a_neighborhood34,1158 a_neighborhood;CONNSP_2:mode.2:2a_neighborhood46,1346 is_locally_connected_in;CONNSP_2:pred.1:1is_locally_connected_in112,3468 locally_connected;CONNSP_2:attr.1:1locally_connected122,3715 is_locally_connected_in;CONNSP_2:pred.2:2is_locally_connected_in130,3913 locally_connected;CONNSP_2:attr.2:2locally_connected140,4164 qComponent_of;CONNSP_2:func.1:1qComponent_of198,6227 connsp_3.abs, Component_of;CONNSP_3:func.1:1Component_of34,1265 a_union_of_components;CONNSP_3:mode.1:1a_union_of_components116,3905 Down;CONNSP_3:func.2:2Down160,5319 Up;CONNSP_3:func.3:3Up170,5480 Down;CONNSP_3:func.4:4Down177,5599 Up;CONNSP_3:func.5:5Up185,5755 Component_of;CONNSP_3:func.6:6Component_of194,5909 convex1.abs, *;CONVEX1:func.1:1*36,1673 convex;CONVEX1:attr.1:1convex43,1833 convex;CONVEX1:attr.2:2convex156,5868 Convex-Family;CONVEX1:func.2:2Convex-Family212,7969 conv;CONVEX1:func.3:3conv220,8171 convex2.abs, LinComb;CONVEX2:func.1:1LinComb73,3409 Convex_Combination;CONVEX2:mode.0:1Convex_Combination85,3661 Convex_Combination;CONVEX2:mode.0:2Convex_Combination95,3921 convex3.abs, ConvexComb;CONVEX3:func.1:1ConvexComb36,1638 ConvexComb;CONVEX3:func.2:2ConvexComb44,1829 cone;CONVEX3:attr.1:1cone77,3073 convex4.abs, C_Linear_Combination;CONVEX4:mode.1:1C_Linear_Combination42,2049 Carrier;CONVEX4:func.0:1Carrier53,2354 Carrier;CONVEX4:func.1:2Carrier59,2494 ZeroCLC;CONVEX4:func.2:3ZeroCLC75,2913 C_Linear_Combination;CONVEX4:mode.2:2C_Linear_Combination92,3266 (#);CONVEX4:func.3:4(#)117,3958 Sum;CONVEX4:func.4:5Sum153,4929 =;CONVEX4:pred.1:1=200,6581 +;CONVEX4:func.5:6+208,6766 +;CONVEX4:func.6:7+224,7176 *;CONVEX4:func.7:8*240,7501 -;CONVEX4:func.8:9-269,8041 -;CONVEX4:func.9:10-286,8303 C_LinComb;CONVEX4:func.10:11C_LinComb306,8719 @;CONVEX4:func.11:12@322,8960 @;CONVEX4:func.12:13@330,9064 C_LCAdd;CONVEX4:func.13:14C_LCAdd337,9156 C_LCMult;CONVEX4:func.14:15C_LCMult345,9291 LC_CLSpace;CONVEX4:func.15:16LC_CLSpace352,9447 LC_CLSpace;CONVEX4:func.16:17LC_CLSpace378,9982 Up;CONVEX4:func.17:18Up387,10224 Affine;CONVEX4:attr.1:1Affine399,10462 (Omega).;CONVEX4:func.18:19(Omega).408,10665 *;CONVEX4:func.19:20*441,11473 convex;CONVEX4:attr.2:2convex449,11640 convex;CONVEX4:attr.3:3convex635,18485 Convex-Family;CONVEX4:func.20:21Convex-Family697,20983 conv;CONVEX4:func.21:22conv705,21186 convfun1.abs, Add_in_Prod_of_RLS;CONVFUN1:func.1:1Add_in_Prod_of_RLS40,1911 Mult_in_Prod_of_RLS;CONVFUN1:func.2:2Mult_in_Prod_of_RLS51,2295 Prod_of_RLS;CONVFUN1:func.3:3Prod_of_RLS63,2709 RLS_Real;CONVFUN1:func.4:4RLS_Real123,4498 epigraph;CONVFUN1:func.5:5epigraph141,4929 convex;CONVFUN1:attr.1:1convex149,5177 cqc_lang.abs, Substitution;CQC_LANG:mode.0:1Substitution44,1700 Subst;CQC_LANG:func.1:1Subst53,1890 .-->;CQC_LANG:func.2:2.-->75,2433 CQC-WFF;CQC_LANG:func.3:3CQC-WFF87,2777 CQC-variable_list;CQC_LANG:mode.0:2CQC-variable_list109,3228 !;CQC_LANG:func.4:4!134,4010 VERUM;CQC_LANG:func.5:5VERUM148,4377 'not';CQC_LANG:func.6:6'not'150,4462 '&';CQC_LANG:func.7:7'&'152,4546 =>;CQC_LANG:func.8:8=>170,4970 'or';CQC_LANG:func.9:9'or'171,5019 <=>;CQC_LANG:func.10:10<=>172,5070 All;CQC_LANG:func.11:11All182,5373 Ex;CQC_LANG:func.12:12Ex192,5645 .;CQC_LANG:func.13:13.391,13319 cqc_sim1.abs, x.;CQC_SIM1:func.1:1x.43,1873 NEGATIVE;CQC_SIM1:func.2:2NEGATIVE162,5889 CON;CQC_SIM1:func.3:3CON178,6358 UNIVERSAL;CQC_SIM1:func.4:4UNIVERSAL190,6746 *;CQC_SIM1:func.5:5*202,7117 ATOMIC;CQC_SIM1:func.6:6ATOMIC209,7266 QuantNbr;CQC_SIM1:func.7:7QuantNbr219,7488 .;CQC_SIM1:func.8:8.233,7980 SepFunc;CQC_SIM1:func.9:9SepFunc239,8133 SepFunc;CQC_SIM1:func.10:10SepFunc254,8678 id;CQC_SIM1:func.11:11id290,9557 NBI;CQC_SIM1:func.12:12NBI296,9639 index;CQC_SIM1:func.13:13index310,9866 SepVar;CQC_SIM1:func.14:14SepVar333,10289 is_Sep-closed_on;CQC_SIM1:pred.1:1is_Sep-closed_on371,11377 SepQuadruples;CQC_SIM1:func.15:15SepQuadruples384,11791 are_similar;CQC_SIM1:pred.2:2are_similar484,15671 cqc_the1.abs, being_a_theory;CQC_THE1:attr.1:1being_a_theory64,2152 Cn;CQC_THE1:func.1:1Cn85,2800 Proof_Step_Kinds;CQC_THE1:func.2:2Proof_Step_Kinds141,3970 is_a_correct_step_wrt;CQC_THE1:pred.1:1is_a_correct_step_wrt169,4821 is_a_proof_wrt;CQC_THE1:pred.2:2is_a_proof_wrt189,5710 Effect;CQC_THE1:func.3:3Effect226,6693 TAUT;CQC_THE1:func.4:4TAUT255,7400 |-;CQC_THE1:pred.3:3|-303,8452 valid;CQC_THE1:attr.2:2valid339,9121 valid;CQC_THE1:attr.2:3valid347,9215 cqc_the3.abs, |-;CQC_THE3:pred.1:1|-51,1725 |-;CQC_THE3:pred.2:2|-66,1928 |-;CQC_THE3:pred.3:3|-99,2462 |-|;CQC_THE3:pred.4:4|-|116,2738 |-|;CQC_THE3:pred.5:5|-|157,3480 is_an_universal_closure_of;CQC_THE3:pred.6:6is_an_universal_closure_of198,4186 <==>;CQC_THE3:pred.7:7<==>250,5644 csspace2.abs, ComplexHilbertSpace;CSSPACE2:mode.0:1ComplexHilbertSpace70,3151 csspace3.abs, the_set_of_l1ComplexSequences;CSSPACE3:func.1:1the_set_of_l1ComplexSequences39,1930 cl_norm;CSSPACE3:func.2:2cl_norm70,2988 Complex_l1_Space;CSSPACE3:func.3:3Complex_l1_Space96,3809 dist;CSSPACE3:func.4:4dist135,5566 CCauchy;CSSPACE3:attr.1:1CCauchy143,5714 Cauchy_sequence_by_Norm;CSSPACE3:attr.1:2Cauchy_sequence_by_Norm154,5986 csspace4.abs, the_set_of_BoundedComplexSequences;CSSPACE4:func.1:1the_set_of_BoundedComplexSequences43,2058 Complex_linfty_norm;CSSPACE4:func.2:2Complex_linfty_norm66,2880 Complex_linfty_Space;CSSPACE4:func.3:3Complex_linfty_Space90,3749 bounded;CSSPACE4:attr.1:1bounded138,5791 ComplexBoundedFunctions;CSSPACE4:func.4:4ComplexBoundedFunctions158,6290 C_VectorSpace_of_BoundedFunctions;CSSPACE4:func.5:5C_VectorSpace_of_BoundedFunctions197,7620 modetrans;CSSPACE4:func.6:6modetrans231,8900 PreNorms;CSSPACE4:func.7:7PreNorms242,9113 ComplexBoundedFunctionsNorm;CSSPACE4:func.8:8ComplexBoundedFunctionsNorm259,9645 C_NormSpace_of_BoundedFunctions;CSSPACE4:func.9:9C_NormSpace_of_BoundedFunctions280,10279 csspace.abs, the_set_of_ComplexSequences;CSSPACE:func.1:1the_set_of_ComplexSequences39,1865 seq_id;CSSPACE:func.2:2seq_id48,2077 C_id;CSSPACE:func.3:3C_id57,2201 l_add;CSSPACE:func.4:4l_add64,2274 l_mult;CSSPACE:func.5:5l_mult73,2464 CZeroseq;CSSPACE:func.6:6CZeroseq82,2713 Linear_Space_of_ComplexSequences;CSSPACE:func.7:7Linear_Space_of_ComplexSequences140,4636 Add_;CSSPACE:func.8:8Add_155,5113 Mult_;CSSPACE:func.9:9Mult_165,5302 Zero_;CSSPACE:func.10:10Zero_176,5539 the_set_of_l2ComplexSequences;CSSPACE:func.11:11the_set_of_l2ComplexSequences188,5824 CUNITSTR;CSSPACE:struct.1:1CUNITSTR229,7500 .|.;CSSPACE:func.12:12.|.252,8132 ComplexUnitarySpace-like;CSSPACE:attr.2:1ComplexUnitarySpace-like259,8259 ComplexUnitarySpace;CSSPACE:mode.0:1ComplexUnitarySpace276,8755 are_orthogonal;CSSPACE:pred.1:1are_orthogonal347,10220 ||.;CSSPACE:func.13:13||.374,10769 dist;CSSPACE:func.14:14dist405,11300 dist;CSSPACE:func.15:15dist412,11397 +;CSSPACE:func.16:16+451,12134 cl_scalar;CSSPACE:func.17:17cl_scalar517,13446 Complex_l2_Space;CSSPACE:func.18:18Complex_l2_Space534,14069 decomp_1.abs, alpha-set;DECOMP_1:mode.1:1alpha-set29,1006 semi-open;DECOMP_1:attr.1:1semi-open34,1118 pre-open;DECOMP_1:attr.2:2pre-open38,1185 pre-semi-open;DECOMP_1:attr.3:3pre-semi-open42,1251 semi-pre-open;DECOMP_1:attr.4:4semi-pre-open46,1325 sInt;DECOMP_1:func.1:1sInt55,1472 pInt;DECOMP_1:func.2:2pInt58,1543 alphaInt;DECOMP_1:func.3:3alphaInt61,1614 psInt;DECOMP_1:func.4:4psInt64,1693 spInt;DECOMP_1:func.5:5spInt72,1831 ^alpha;DECOMP_1:func.6:6^alpha79,1945 SO;DECOMP_1:func.7:7SO83,2061 PO;DECOMP_1:func.8:8PO87,2170 SPO;DECOMP_1:func.9:9SPO91,2278 PSO;DECOMP_1:func.10:10PSO95,2390 D(c,alpha);DECOMP_1:func.11:11D(c,alpha)99,2502 D(c,p);DECOMP_1:func.12:12D(c,p)103,2623 D(c,s);DECOMP_1:func.13:13D(c,s)107,2736 D(c,ps);DECOMP_1:func.14:14D(c,ps)111,2849 D(alpha,p);DECOMP_1:func.15:15D(alpha,p)115,2964 D(alpha,s);DECOMP_1:func.16:16D(alpha,s)119,3086 D(alpha,ps);DECOMP_1:func.17:17D(alpha,ps)123,3208 D(p,sp);DECOMP_1:func.18:18D(p,sp)127,3332 D(p,ps);DECOMP_1:func.19:19D(p,ps)131,3448 D(sp,ps);DECOMP_1:func.20:20D(sp,ps)135,3564 s-continuous;DECOMP_1:attr.5:5s-continuous198,4837 p-continuous;DECOMP_1:attr.6:6p-continuous202,4946 alpha-continuous;DECOMP_1:attr.7:7alpha-continuous206,5055 ps-continuous;DECOMP_1:attr.8:8ps-continuous210,5171 sp-continuous;DECOMP_1:attr.9:9sp-continuous214,5282 (c,alpha)-continuous;DECOMP_1:attr.10:10(c,alpha)-continuous218,5393 (c,s)-continuous;DECOMP_1:attr.11:11(c,s)-continuous222,5519 (c,p)-continuous;DECOMP_1:attr.12:12(c,p)-continuous226,5637 (c,ps)-continuous;DECOMP_1:attr.13:13(c,ps)-continuous230,5755 (alpha,p)-continuous;DECOMP_1:attr.14:14(alpha,p)-continuous234,5875 (alpha,s)-continuous;DECOMP_1:attr.15:15(alpha,s)-continuous238,6001 (alpha,ps)-continuous;DECOMP_1:attr.16:16(alpha,ps)-continuous242,6127 (p,ps)-continuous;DECOMP_1:attr.17:17(p,ps)-continuous246,6255 (p,sp)-continuous;DECOMP_1:attr.18:18(p,sp)-continuous249,6374 (sp,ps)-continuous;DECOMP_1:attr.19:19(sp,ps)-continuous252,6493 descip_1.abs, Rev;DESCIP_1:func.1:1Rev48,2052 Op-Left;DESCIP_1:func.0:2Op-Left53,2152 Op-Right;DESCIP_1:func.0:3Op-Right54,2184 Op-Left;DESCIP_1:func.2:4Op-Left59,2294 Op-Right;DESCIP_1:func.3:5Op-Right60,2344 SP-Left;DESCIP_1:func.0:6SP-Left65,2481 SP-Right;DESCIP_1:func.0:7SP-Right66,2520 SP-Left;DESCIP_1:func.4:8SP-Left71,2649 SP-Right;DESCIP_1:func.5:9SP-Right88,3141 Op-LeftShift;DESCIP_1:func.6:10Op-LeftShift98,3376 Op-RightShift;DESCIP_1:func.7:11Op-RightShift119,3866 Op-Shift;DESCIP_1:func.8:12Op-Shift141,4421 ^;DESCIP_1:func.9:13^177,5282 .;DESCIP_1:func.10:14.184,5451 .;DESCIP_1:func.11:15.191,5603 Op-XOR;DESCIP_1:func.0:16Op-XOR202,5828 Op-XOR;DESCIP_1:func.12:17Op-XOR208,5964 .;DESCIP_1:func.13:18.219,6264 .;DESCIP_1:func.14:19.232,6593 .;DESCIP_1:func.15:20.238,6705 ntoSeg;DESCIP_1:func.0:21ntoSeg450,14372 ntoSeg;DESCIP_1:func.16:22ntoSeg456,14469 NtoSEG;DESCIP_1:attr.1:1NtoSEG462,14588 DES-SBOX1;DESCIP_1:func.17:23DES-SBOX1514,16013 DES-SBOX2;DESCIP_1:func.18:24DES-SBOX2532,16899 DES-SBOX3;DESCIP_1:func.19:25DES-SBOX3550,17785 DES-SBOX4;DESCIP_1:func.20:26DES-SBOX4568,18671 DES-SBOX5;DESCIP_1:func.21:27DES-SBOX5586,19557 DES-SBOX6;DESCIP_1:func.22:28DES-SBOX6604,20443 DES-SBOX7;DESCIP_1:func.23:29DES-SBOX7622,21330 DES-SBOX8;DESCIP_1:func.24:30DES-SBOX8640,22217 DES-IP;DESCIP_1:func.25:31DES-IP661,23178 DES-PIP;DESCIP_1:func.26:32DES-PIP680,24113 DES-IPINV;DESCIP_1:func.27:33DES-IPINV689,24342 DES-PIPINV;DESCIP_1:func.28:34DES-PIPINV710,25275 DES-E;DESCIP_1:func.29:35DES-E731,25687 DES-P;DESCIP_1:func.30:36DES-P747,26434 DES-DIV8;DESCIP_1:func.31:37DES-DIV8762,26955 B6toN64;DESCIP_1:func.32:38B6toN64791,27710 N16toB4;DESCIP_1:func.33:39N16toB4797,27851 DES-F;DESCIP_1:func.34:40DES-F821,28361 DES-FFUNC;DESCIP_1:func.35:41DES-FFUNC849,29392 DES-PC1;DESCIP_1:func.36:42DES-PC1862,29707 DES-PC2;DESCIP_1:func.37:43DES-PC2881,30483 bitshift_DES;DESCIP_1:func.38:44bitshift_DES899,31127 DES-KS;DESCIP_1:func.39:45DES-KS910,31410 DES-like-CoDec;DESCIP_1:func.40:46DES-like-CoDec932,32106 DES-CoDec;DESCIP_1:func.41:47DES-CoDec960,33053 DES-ENC;DESCIP_1:func.42:48DES-ENC978,33688 DES-DEC;DESCIP_1:func.43:49DES-DEC986,33928 dickson.abs, ascending;DICKSON:attr.1:1ascending55,2413 weakly-ascending;DICKSON:attr.2:2weakly-ascending63,2608 quasi_ordered;DICKSON:attr.3:3quasi_ordered93,3556 EqRel;DICKSON:func.1:1EqRel102,3717 <=E;DICKSON:func.2:2<=E114,4079 \~;DICKSON:func.3:3\~131,4639 \~;DICKSON:func.4:4\~143,4819 \~;DICKSON:func.5:5\~148,4893 min-classes;DICKSON:func.6:6min-classes209,6791 is_Dickson-basis_of;DICKSON:pred.1:1is_Dickson-basis_of247,8199 Dickson;DICKSON:attr.4:4Dickson263,8644 mindex;DICKSON:func.7:7mindex282,9190 mindex;DICKSON:func.8:8mindex293,9474 Dickson-bases;DICKSON:func.9:9Dickson-bases335,11009 NATOrd;DICKSON:func.10:10NATOrd389,12886 OrderedNAT;DICKSON:func.11:11OrderedNAT407,13236 diff_1.abs, Shift;DIFF_1:func.1:1Shift42,1692 Shift;DIFF_1:func.2:2Shift51,1908 fD;DIFF_1:func.3:3fD59,2082 bD;DIFF_1:func.4:4bD71,2337 cD;DIFF_1:func.5:5cD83,2593 forward_difference;DIFF_1:func.6:6forward_difference96,2868 fdif;DIFF_1:func.6:7fdif105,3085 backward_difference;DIFF_1:func.7:8backward_difference148,4110 bdif;DIFF_1:func.7:9bdif156,4328 central_difference;DIFF_1:func.8:10central_difference184,5034 cdif;DIFF_1:func.8:11cdif193,5248 [!;DIFF_1:func.9:12[!230,6222 [!;DIFF_1:func.10:13[!238,6427 [!;DIFF_1:func.11:14[!246,6654 Sequence-yielding;DIFF_1:attr.1:1Sequence-yielding279,7455 Seq_Sequence;DIFF_1:mode.0:1Seq_Sequence290,7647 .;DIFF_1:func.12:15.296,7773 diff_2.abs, [!;DIFF_2:func.1:1[!69,2361 [!;DIFF_2:func.2:2[!88,2907 dilworth.abs, connected;DILWORTH:attr.1:1connected70,2921 clique;DILWORTH:attr.1:2clique77,3061 Clique;DILWORTH:mode.0:1Clique92,3294 stable;DILWORTH:attr.2:3stable140,4794 StableSet;DILWORTH:mode.0:2StableSet158,5124 with_finite_clique#;DILWORTH:attr.3:4with_finite_clique#196,6277 clique#;DILWORTH:func.1:1clique#213,6650 with_finite_stability#;DILWORTH:attr.4:5with_finite_stability#239,7276 stability#;DILWORTH:func.2:2stability#256,7670 Lower;DILWORTH:func.3:3Lower292,8705 Upper;DILWORTH:func.4:4Upper295,8781 minimals;DILWORTH:func.5:5minimals319,9551 maximals;DILWORTH:func.6:6maximals324,9721 Clique-wise;DILWORTH:attr.5:6Clique-wise453,14030 Clique-partition;DILWORTH:mode.0:3Clique-partition464,14263 StableSet-wise;DILWORTH:attr.6:7StableSet-wise496,15493 Coloring;DILWORTH:mode.0:4Coloring509,15739 strong-chain;DILWORTH:attr.7:8strong-chain534,16743 diraf.abs, lambda;DIRAF:func.1:1lambda35,1194 Lambda;DIRAF:func.2:2Lambda44,1414 Mid;DIRAF:pred.1:1Mid79,2149 '||';DIRAF:pred.2:2'||'121,2974 LIN;DIRAF:pred.3:3LIN163,3949 is_collinear;DIRAF:pred.3:4is_collinear172,4082 AffinSpace-like;DIRAF:attr.1:1AffinSpace-like228,5906 AffinSpace;DIRAF:mode.0:1AffinSpace245,6542 2-dimensional;DIRAF:attr.2:22-dimensional282,8156 AffinPlane;DIRAF:mode.0:2AffinPlane294,8395 dirort.abs, '//';DIRORT:pred.0:1'//'32,1045 Oriented_Orthogonality_Space-like;DIRORT:attr.1:1Oriented_Orthogonality_Space-like59,2458 Oriented_Orthogonality_Space;DIRORT:mode.0:1Oriented_Orthogonality_Space77,3191 _|_;DIRORT:pred.1:2_|_101,3901 //;DIRORT:pred.2:3//109,4065 bach_transitive;DIRORT:attr.2:2bach_transitive117,4234 right_transitive;DIRORT:attr.3:3right_transitive127,4497 left_transitive;DIRORT:attr.4:4left_transitive137,4761 Euclidean_like;DIRORT:attr.5:5Euclidean_like147,5024 Minkowskian_like;DIRORT:attr.6:6Minkowskian_like156,5220 dist_1.abs, whole_event;DIST_1:func.0:1whole_event36,1617 event_pick;DIST_1:func.0:2event_pick44,1806 event_pick;DIST_1:func.1:3event_pick49,1914 frequency;DIST_1:func.2:4frequency54,2048 FDprobability;DIST_1:func.3:5FDprobability68,2433 FDprobSEQ;DIST_1:func.4:6FDprobSEQ79,2711 -are_prob_equivalent;DIST_1:pred.1:1-are_prob_equivalent92,3065 Finseq-EQclass;DIST_1:func.5:7Finseq-EQclass107,3433 distribution_family;DIST_1:func.6:8distribution_family130,4074 GenProbSEQ;DIST_1:func.7:9GenProbSEQ152,4645 distribution;DIST_1:func.8:10distribution172,5183 freqSEQ;DIST_1:func.9:11freqSEQ180,5357 distProbFinS;DIST_1:mode.1:1distProbFinS225,6761 uniformly_distributed;DIST_1:attr.1:1uniformly_distributed240,7187 uniform_distribution;DIST_1:func.10:12uniform_distribution267,7909 Uniform_FDprobSEQ;DIST_1:func.11:13Uniform_FDprobSEQ280,8219 domain_1.abs, [;DOMAIN_1:func.1:1[46,1449 `1;DOMAIN_1:func.2:2`152,1561 `2;DOMAIN_1:func.3:3`253,1599 [;DOMAIN_1:func.4:4[73,2055 [;DOMAIN_1:func.5:5[103,2852 {;DOMAIN_1:func.6:6{216,5707 {;DOMAIN_1:func.7:7{218,5770 {;DOMAIN_1:func.8:8{220,5836 {;DOMAIN_1:func.9:9{222,5905 {;DOMAIN_1:func.10:10{224,5977 {;DOMAIN_1:func.11:11{226,6052 {;DOMAIN_1:func.12:12{228,6130 {;DOMAIN_1:func.13:13{230,6211 `11;DOMAIN_1:func.14:14`11249,6751 `12;DOMAIN_1:func.15:15`12250,6790 `21;DOMAIN_1:func.16:16`21255,6913 `22;DOMAIN_1:func.17:17`22256,6952 dtconstr.abs, Element;DTCONSTR:mode.1:1Element52,2206 roots;DTCONSTR:func.1:1roots58,2348 pr1;DTCONSTR:func.2:2pr177,2867 pr2;DTCONSTR:func.3:3pr278,2910 TS;DTCONSTR:func.4:4TS191,7909 PeanoNat;DTCONSTR:func.5:5PeanoNat238,9964 with_terminals;DTCONSTR:attr.1:1with_terminals252,10295 with_nonterminals;DTCONSTR:attr.2:2with_nonterminals256,10368 with_useful_nonterminals;DTCONSTR:attr.3:3with_useful_nonterminals260,10447 Terminals;DTCONSTR:func.6:6Terminals274,10804 NonTerminals;DTCONSTR:func.7:7NonTerminals289,11131 Terminal;DTCONSTR:mode.0:2Terminal294,11254 NonTerminal;DTCONSTR:mode.0:3NonTerminal299,11371 SubtreeSeq;DTCONSTR:mode.2:4SubtreeSeq305,11549 root-tree;DTCONSTR:func.8:8root-tree314,11735 -tree;DTCONSTR:func.9:9-tree321,11937 -tree;DTCONSTR:func.10:10-tree345,12611 plus-one;DTCONSTR:func.11:11plus-one350,12712 PN-to-NAT;DTCONSTR:func.12:12PN-to-NAT356,12803 PNsucc;DTCONSTR:func.13:13PNsucc367,13160 NAT-to-PN;DTCONSTR:func.14:14NAT-to-PN373,13261 TerminalString;DTCONSTR:func.15:15TerminalString394,13760 PreTraversal;DTCONSTR:func.16:16PreTraversal402,14110 PostTraversal;DTCONSTR:func.17:17PostTraversal412,14570 TerminalLanguage;DTCONSTR:func.18:18TerminalLanguage427,15131 PreTraversalLanguage;DTCONSTR:func.19:19PreTraversalLanguage431,15318 PostTraversalLanguage;DTCONSTR:func.20:20PostTraversalLanguage435,15512 dynkin.abs, followed_by;DYNKIN:func.1:1followed_by55,1812 seqIntersection;DYNKIN:func.2:2seqIntersection66,2066 disjoint_valued;DYNKIN:attr.1:1disjoint_valued79,2268 intersection_stable;DYNKIN:attr.0:2intersection_stable91,2513 disjointify;DYNKIN:func.3:3disjointify99,2666 disjointify;DYNKIN:func.4:4disjointify107,2837 Dynkin_System;DYNKIN:mode.1:1Dynkin_System142,3758 generated_Dynkin_System;DYNKIN:func.5:5generated_Dynkin_System202,5459 DynSys;DYNKIN:func.6:6DynSys212,5712 DynSys;DYNKIN:func.7:7DynSys222,5948 ec_pf_1.abs, Subfield;EC_PF_1:mode.1:1Subfield48,2269 card;EC_PF_1:func.1:1card107,3943 prime;EC_PF_1:attr.1:1prime120,4196 GF;EC_PF_1:func.0:2GF126,4316 quadratic_residue;EC_PF_1:attr.2:2quadratic_residue222,6472 not_quadratic_residue;EC_PF_1:attr.3:3not_quadratic_residue225,6577 Lege_p;EC_PF_1:func.2:3Lege_p238,6860 ProjCo;EC_PF_1:func.3:4ProjCo272,7599 Disc;EC_PF_1:func.4:5Disc287,8032 EC_WEqProjCo;EC_PF_1:func.5:6EC_WEqProjCo296,8261 EC_SetProjCo;EC_PF_1:func.6:7EC_SetProjCo313,8794 _EQ_;EC_PF_1:pred.1:1_EQ_328,9251 R_ProjCo;EC_PF_1:func.7:8R_ProjCo351,9944 R_EllCur;EC_PF_1:func.8:9R_EllCur367,10345 ec_pf_2.abs, _or_greater;EC_PF_2:attr.1:1_or_greater107,3503 EC_WParam;EC_PF_2:func.1:1EC_WParam171,5262 `1;EC_PF_2:func.2:2`1185,5602 `2;EC_PF_2:func.3:3`2186,5643 `1_3;EC_PF_2:func.4:4`1_3203,6074 `2_3;EC_PF_2:func.5:5`2_3207,6165 `3_3;EC_PF_2:func.6:6`3_3211,6256 is_on_curve;EC_PF_2:pred.1:1is_on_curve238,7047 rep_pt;EC_PF_2:func.7:7rep_pt255,7492 compell_ProjCo;EC_PF_2:func.8:8compell_ProjCo288,8465 .;EC_PF_2:func.9:9.300,8862 addell_ProjCo;EC_PF_2:func.10:10addell_ProjCo529,18795 .;EC_PF_2:func.11:11.564,20153 endalg.abs, UAEnd;ENDALG:func.1:1UAEnd39,1592 UAEndComp;ENDALG:func.2:2UAEndComp57,2016 UAEndMonoid;ENDALG:func.3:3UAEndMonoid65,2166 MSAEnd;ENDALG:func.4:4MSAEnd94,2794 MSAEndComp;ENDALG:func.5:5MSAEndComp116,3413 MSAEndMonoid;ENDALG:func.6:6MSAEndMonoid124,3570 Homomorphism;ENDALG:mode.0:1Homomorphism163,4471 are_isomorphic;ENDALG:pred.1:1are_isomorphic173,4735 ens_1.abs, Funcs;ENS_1:func.1:1Funcs38,1480 Maps;ENS_1:func.2:2Maps62,1949 dom;ENS_1:func.3:3dom95,2631 cod;ENS_1:func.4:4cod98,2691 id$;ENS_1:func.5:5id$115,3049 *;ENS_1:func.6:6*127,3253 Maps;ENS_1:func.7:7Maps145,3640 surjective;ENS_1:attr.1:1surjective172,4203 fDom;ENS_1:func.8:8fDom181,4317 fCod;ENS_1:func.9:9fCod185,4405 fComp;ENS_1:func.10:10fComp189,4494 Ens;ENS_1:func.11:11Ens200,4727 @;ENS_1:func.12:12@220,5080 @;ENS_1:func.13:13@230,5208 @;ENS_1:func.14:14@242,5381 @;ENS_1:func.15:15@252,5517 Hom;ENS_1:func.16:16Hom321,7169 hom;ENS_1:func.17:17hom342,7517 hom;ENS_1:func.18:18hom346,7646 hom?-;ENS_1:func.19:19hom?-372,8243 hom-?;ENS_1:func.20:20hom-?376,8390 hom;ENS_1:func.21:21hom395,8830 hom??;ENS_1:func.22:22hom??419,9395 hom?-;ENS_1:func.23:23hom?-437,9806 hom-?;ENS_1:func.24:24hom-?441,9883 hom??;ENS_1:func.25:25hom??451,10025 entropy1.abs, nonnegative;ENTROPY1:attr.0:1nonnegative83,3201 nonnegative;ENTROPY1:attr.0:2nonnegative88,3285 has_onlyone_value_in;ENTROPY1:pred.1:1has_onlyone_value_in103,3553 diagonal;ENTROPY1:attr.1:3diagonal174,5704 Vec2DiagMx;ENTROPY1:func.1:1Vec2DiagMx191,6051 Mx2FinS;ENTROPY1:func.2:2Mx2FinS276,9633 FinSeq_log;ENTROPY1:func.3:3FinSeq_log321,10997 Infor_FinSeq_of;ENTROPY1:func.4:4Infor_FinSeq_of331,11215 Infor_FinSeq_of;ENTROPY1:func.5:5Infor_FinSeq_of368,12425 Entropy;ENTROPY1:func.6:6Entropy387,13053 Entropy_of_Joint_Prob;ENTROPY1:func.7:7Entropy_of_Joint_Prob423,14430 Entropy_of_Cond_Prob;ENTROPY1:func.8:8Entropy_of_Cond_Prob434,14702 enumset1.abs, {;ENUMSET1:func.1:1{28,829 {;ENUMSET1:func.2:2{36,953 {;ENUMSET1:func.3:3{44,1091 {;ENUMSET1:func.4:4{52,1243 {;ENUMSET1:func.5:5{60,1410 {;ENUMSET1:func.6:6{68,1590 {;ENUMSET1:func.7:7{76,1785 {;ENUMSET1:func.8:8{85,1996 eqrel_1.abs, nabla;EQREL_1:func.1:1nabla44,1775 /\;EQREL_1:func.2:2/\57,1947 \/;EQREL_1:func.3:3\/58,1990 Tolerance;EQREL_1:mode.0:1Tolerance69,2207 Equivalence_Relation;EQREL_1:mode.0:2Equivalence_Relation70,2273 /\;EQREL_1:func.4:4/\108,3205 "\/";EQREL_1:func.5:5"\/"125,3608 Class;EQREL_1:func.0:6Class161,4452 Class;EQREL_1:func.6:7Class167,4556 Class;EQREL_1:func.7:8Class219,6049 a_partition;EQREL_1:mode.1:3a_partition230,6243 Class;EQREL_1:func.8:9Class269,7133 EqClass;EQREL_1:func.0:10EqClass287,7525 EqClass;EQREL_1:func.9:11EqClass293,7664 SmallestPartition;EQREL_1:func.10:12SmallestPartition298,7749 EqClass;EQREL_1:func.11:13EqClass315,8169 Family-Class;EQREL_1:mode.0:4Family-Class330,8505 partition-membered;EQREL_1:attr.1:1partition-membered337,8622 Part-Family;EQREL_1:mode.0:5Part-Family350,8854 Intersection;EQREL_1:func.12:14Intersection378,9605 proj;EQREL_1:func.13:15proj488,13142 equation.abs, "";EQUATION:func.1:1""72,3231 SuperAlgebraSet;EQUATION:func.2:2SuperAlgebraSet139,5393 TermAlg;EQUATION:func.3:3TermAlg227,8945 Equations;EQUATION:func.4:4Equations240,9223 EqualSet;EQUATION:mode.0:1EqualSet253,9524 '=';EQUATION:func.0:5'='263,9816 '=';EQUATION:func.5:6'='269,9979 |=;EQUATION:pred.1:1|=281,10299 |=;EQUATION:pred.2:2|=291,10560 e_siec.abs, G_Net;E_SIEC:struct.1:1G_Net29,964 GG;E_SIEC:attr.2:1GG35,1079 gg_net;E_SIEC:mode.0:1gg_net50,1570 EE;E_SIEC:attr.3:2EE55,1633 e_net;E_SIEC:mode.0:2e_net71,1936 empty_e_net;E_SIEC:func.1:1empty_e_net94,2454 Tempty_e_net;E_SIEC:func.2:2Tempty_e_net101,2564 Pempty_e_net;E_SIEC:func.3:3Pempty_e_net104,2654 Psingle_e_net;E_SIEC:func.4:4Psingle_e_net119,3045 Tsingle_e_net;E_SIEC:func.5:5Tsingle_e_net122,3139 PTempty_e_net;E_SIEC:func.6:6PTempty_e_net142,3616 e_Places;E_SIEC:func.7:7e_Places188,5322 e_Transitions;E_SIEC:func.8:8e_Transitions195,5424 e_Flow;E_SIEC:func.9:9e_Flow212,5876 e_pre;E_SIEC:func.10:10e_pre224,6121 e_post;E_SIEC:func.11:11e_post227,6219 e_shore;E_SIEC:func.12:12e_shore238,6462 e_prox;E_SIEC:func.13:13e_prox241,6531 e_flow;E_SIEC:func.14:14e_flow244,6631 e_entrance;E_SIEC:func.15:15e_entrance304,8859 e_escape;E_SIEC:func.16:16e_escape308,9018 e_adjac;E_SIEC:func.17:17e_adjac327,9546 s_pre;E_SIEC:func.18:18s_pre352,10288 s_post;E_SIEC:func.19:19s_post355,10387 euclid_3.abs, cpx2euc;EUCLID_3:func.1:1cpx2euc41,1772 euc2cpx;EUCLID_3:func.2:2euc2cpx48,1904 Arg;EUCLID_3:func.3:3Arg132,3676 angle;EUCLID_3:func.4:4angle170,4623 Triangle;EUCLID_3:func.5:5Triangle229,6536 closed_inside_of_triangle;EUCLID_3:func.6:6closed_inside_of_triangle237,6735 inside_of_triangle;EUCLID_3:func.7:7inside_of_triangle246,7027 outside_of_triangle;EUCLID_3:func.8:8outside_of_triangle253,7248 plane;EUCLID_3:func.9:9plane262,7536 are_lindependent2;EUCLID_3:pred.1:1are_lindependent2279,8094 are_ldependent2;EUCLID_3:pred.1:2are_ldependent2287,8293 tricord1;EUCLID_3:func.10:10tricord1317,9475 tricord2;EUCLID_3:func.11:11tricord2327,9739 tricord3;EUCLID_3:func.12:12tricord3337,10003 trcmap1;EUCLID_3:func.13:13trcmap1345,10158 trcmap2;EUCLID_3:func.14:14trcmap2352,10313 trcmap3;EUCLID_3:func.15:15trcmap3359,10468 euclid_4.abs, Line;EUCLID_4:func.1:1Line64,2075 Line;EUCLID_4:func.2:2Line79,2352 being_line;EUCLID_4:attr.1:1being_line96,2768 Line;EUCLID_4:func.3:3Line212,6685 Line;EUCLID_4:func.4:4Line229,7016 being_line;EUCLID_4:attr.2:2being_line246,7437 euclid_5.abs, `1;EUCLID_5:func.1:1`140,1536 `2;EUCLID_5:func.2:2`243,1587 `3;EUCLID_5:func.3:3`346,1638 |[;EUCLID_5:func.0:4|[53,1734 |[;EUCLID_5:func.4:5|[58,1818 ;EUCLID_5:func.5:6103,2810 |{;EUCLID_5:func.6:7|{172,4460 euclid_6.abs, the_area_of_polygon3;EUCLID_6:func.1:1the_area_of_polygon362,2637 the_perimeter_of_polygon3;EUCLID_6:func.2:2the_perimeter_of_polygon370,2824 is_collinear;EUCLID_6:pred.1:1is_collinear150,5115 is_a_triangle;EUCLID_6:pred.1:2is_a_triangle158,5264 euclid_7.abs, <:;EUCLID_7:func.1:1<:70,3003 increasing;EUCLID_7:attr.0:1increasing75,3109 (*);EUCLID_7:func.2:2(*)101,3918 R-orthogonal;EUCLID_7:attr.1:2R-orthogonal129,4641 R-normal;EUCLID_7:attr.2:3R-normal146,5023 R-orthonormal;EUCLID_7:attr.3:4R-orthonormal173,5501 complete;EUCLID_7:attr.4:5complete200,5975 orthogonal_basis;EUCLID_7:attr.5:6orthogonal_basis208,6149 linear_manifold;EUCLID_7:attr.6:7linear_manifold233,6789 L_Span;EUCLID_7:func.3:3L_Span256,7211 accum;EUCLID_7:func.4:4accum270,7502 Sum;EUCLID_7:func.5:5Sum279,7741 Base_FinSeq;EUCLID_7:func.6:6Base_FinSeq307,8643 ProjFinSeq;EUCLID_7:func.7:7ProjFinSeq333,9302 RN_Base;EUCLID_7:func.8:8RN_Base344,9602 Orthogonal_Basis;EUCLID_7:mode.0:1Orthogonal_Basis374,10103 euclid_8.abs, |[;EUCLID_8:func.1:1|[44,2006 ;EUCLID_8:func.2:254,2223 ;EUCLID_8:func.3:357,2298 ;EUCLID_8:func.4:460,2373 ;EUCLID_8:func.5:566,2477 VFunc;EUCLID_8:func.6:6VFunc198,5055 |{;EUCLID_8:func.7:7|{333,8167 VFuncdiff;EUCLID_8:func.8:8VFuncdiff361,8728 euclid_9.abs, max_diff_index;EUCLID_9:func.1:1max_diff_index105,3823 @;EUCLID_9:func.2:2@146,4600 Intervals;EUCLID_9:func.3:3Intervals177,5355 OpenHypercube;EUCLID_9:func.4:4OpenHypercube195,5697 OpenHypercubes;EUCLID_9:func.5:5OpenHypercubes273,7779 euclid.abs, REAL;EUCLID:func.1:1REAL44,1989 absreal;EUCLID:func.2:2absreal60,2229 abs;EUCLID:func.3:3abs68,2373 0*;EUCLID:func.4:40*75,2480 0*;EUCLID:func.5:50*82,2589 -;EUCLID:func.6:6-89,2701 +;EUCLID:func.7:7+94,2772 -;EUCLID:func.8:8-95,2816 *;EUCLID:func.9:9*101,2913 abs;EUCLID:func.10:10abs106,2983 sqr;EUCLID:func.11:11sqr111,3065 |.;EUCLID:func.12:12|.118,3185 Pitag_dist;EUCLID:func.13:13Pitag_dist185,4266 Euclid;EUCLID:func.14:14Euclid199,4610 TOP-REAL;EUCLID:func.15:15TOP-REAL211,4807 0.REAL;EUCLID:func.4:160.REAL293,6399 0.REAL;EUCLID:func.16:170.REAL298,6453 `1;EUCLID:func.17:18`1386,8030 `2;EUCLID:func.18:19`2389,8079 |[;EUCLID:func.0:20|[396,8170 |[;EUCLID:func.19:21|[401,8246 1*;EUCLID:func.20:221*490,10196 1*;EUCLID:func.21:231*497,10309 1.REAL;EUCLID:func.22:241.REAL502,10384 euclidlp.abs, //;EUCLIDLP:pred.1:1//140,4048 //;EUCLIDLP:pred.2:2//152,4297 are_lindependent2;EUCLIDLP:pred.3:3are_lindependent2161,4470 are_ldependent2;EUCLIDLP:pred.3:4are_ldependent2171,4658 _|_;EUCLIDLP:pred.4:5_|_213,5927 line_of_REAL;EUCLIDLP:func.1:1line_of_REAL231,6244 dist_v;EUCLIDLP:func.2:2dist_v275,7298 dist;EUCLIDLP:func.3:3dist284,7517 //;EUCLIDLP:pred.5:6//305,7920 _|_;EUCLIDLP:pred.6:7_|_319,8187 plane;EUCLIDLP:func.4:4plane402,10553 being_plane;EUCLIDLP:attr.1:1being_plane416,10890 plane_of_REAL;EUCLIDLP:func.5:5plane_of_REAL456,12135 are_coplane;EUCLIDLP:pred.7:8are_coplane493,13068 euclmetr.abs, Euclidean;EUCLMETR:attr.1:1Euclidean31,1307 Pappian;EUCLMETR:attr.2:2Pappian40,1477 Desarguesian;EUCLMETR:attr.3:3Desarguesian48,1582 Fanoian;EUCLMETR:attr.4:4Fanoian56,1697 Moufangian;EUCLMETR:attr.5:5Moufangian64,1802 translation;EUCLMETR:attr.6:6translation72,1913 Homogeneous;EUCLMETR:attr.7:7Homogeneous80,2028 euler_1.abs, Euler;EULER_1:func.1:1Euler94,3078 euler_2.abs, *;EULER_2:func.1:1*72,2429 mod;EULER_2:func.2:2mod84,2758 exchsort.abs, segmental;EXCHSORT:attr.1:1segmental74,2751 -based;EXCHSORT:attr.2:2-based96,3222 -limited;EXCHSORT:attr.3:3-limited99,3311 base-;EXCHSORT:func.1:1base-125,3871 limit-;EXCHSORT:func.2:2limit-130,3986 len-;EXCHSORT:func.3:3len-139,4130 array;EXCHSORT:mode.0:1array161,4562 array;EXCHSORT:mode.0:2array178,4846 array;EXCHSORT:mode.0:3array183,4921 array;EXCHSORT:mode.0:4array188,4997 last;EXCHSORT:func.0:4last251,6232 last;EXCHSORT:func.4:5last256,6296 descending;EXCHSORT:attr.4:4descending270,6491 permutation;EXCHSORT:mode.1:5permutation374,8808 Swap;EXCHSORT:func.5:6Swap411,9635 ascending;EXCHSORT:attr.5:5ascending431,10145 inversions;EXCHSORT:func.6:7inversions434,10258 inversions;EXCHSORT:func.6:8inversions454,10702 <;EXCHSORT:pred.1:1<493,11535 incl;EXCHSORT:func.7:9incl531,12608 arr_computation;EXCHSORT:mode.2:6arr_computation614,14766 complete;EXCHSORT:attr.6:6complete659,15701 extpro_1.abs, AMI-Struct;EXTPRO_1:struct.1:1AMI-Struct41,1942 Trivial-AMI;EXTPRO_1:func.1:1Trivial-AMI56,2334 Exec;EXTPRO_1:func.2:2Exec88,3071 halting;EXTPRO_1:attr.2:1halting99,3294 halting;EXTPRO_1:attr.3:2halting108,3463 CurInstr;EXTPRO_1:func.3:3CurInstr171,4743 Following;EXTPRO_1:func.4:4Following180,4924 Comput;EXTPRO_1:func.5:5Comput189,5136 halts_on;EXTPRO_1:pred.1:1halts_on202,5536 Result;EXTPRO_1:func.6:6Result258,7285 -autonomic;EXTPRO_1:attr.4:3-autonomic291,8354 -halted;EXTPRO_1:attr.5:4-halted306,8795 Autonomy;EXTPRO_1:mode.1:1Autonomy374,10835 Result;EXTPRO_1:func.7:7Result388,11189 computes;EXTPRO_1:pred.2:2computes405,11641 LifeSpan;EXTPRO_1:func.8:8LifeSpan498,14763 extreal1.abs, *;EXTREAL1:func.1:1*39,1889 /;EXTREAL1:func.2:2/48,2073 |.;EXTREAL1:func.3:3|.57,2250 Sum;EXTREAL1:func.4:4Sum85,2852 extreal2.abs, max;EXTREAL2:func.1:1max123,3255 min;EXTREAL2:func.2:2min124,3290 facirc_1.abs, with_pair;FACIRC_1:attr.1:1with_pair52,1976 without_pairs;FACIRC_1:attr.1:2without_pairs60,2090 nonpair-yielding;FACIRC_1:attr.2:3nonpair-yielding104,2989 Tuple;FACIRC_1:mode.0:1Tuple180,5527 'xor';FACIRC_1:func.1:1'xor'226,7388 'or';FACIRC_1:func.2:2'or'230,7535 '&';FACIRC_1:func.3:3'&'234,7680 or3;FACIRC_1:func.4:4or3241,7840 Following;FACIRC_1:func.5:5Following259,8421 is_stable_at;FACIRC_1:pred.1:1is_stable_at301,9935 1GateCircuit;FACIRC_1:func.6:61GateCircuit485,17596 1GateCircuit;FACIRC_1:func.7:71GateCircuit515,18592 2GatesCircStr;FACIRC_1:func.8:82GatesCircStr546,19726 2GatesCircOutput;FACIRC_1:func.9:92GatesCircOutput556,20026 2GatesCircuit;FACIRC_1:func.10:102GatesCircuit578,20604 .;FACIRC_1:func.11:11.605,21445 BitAdderOutput;FACIRC_1:func.12:12BitAdderOutput639,22693 BitAdderCirc;FACIRC_1:func.13:13BitAdderCirc647,22877 MajorityIStr;FACIRC_1:func.14:14MajorityIStr655,23068 MajorityStr;FACIRC_1:func.15:15MajorityStr664,23333 MajorityICirc;FACIRC_1:func.16:16MajorityICirc673,23604 MajorityOutput;FACIRC_1:func.17:17MajorityOutput701,24525 MajorityCirc;FACIRC_1:func.18:18MajorityCirc709,24727 BitAdderWithOverflowStr;FACIRC_1:func.19:19BitAdderWithOverflowStr783,27605 BitAdderWithOverflowCirc;FACIRC_1:func.20:20BitAdderWithOverflowCirc807,28386 facirc_2.abs, SingleMSS;FACIRC_2:func.1:1SingleMSS54,2175 SingleMSA;FACIRC_2:func.2:2SingleMSA67,2382 <*>;FACIRC_2:func.0:3<*>85,2953 -BitAdderStr;FACIRC_2:func.3:4-BitAdderStr91,3034 -BitAdderCirc;FACIRC_2:func.4:5-BitAdderCirc108,3590 -BitMajorityOutput;FACIRC_2:func.5:6-BitMajorityOutput127,4330 -BitAdderOutput;FACIRC_2:func.6:7-BitAdderOutput217,8102 fcont_1.abs, is_continuous_in;FCONT_1:pred.1:1is_continuous_in46,1994 continuous;FCONT_1:attr.1:1continuous103,3803 Lipschitzian;FCONT_1:attr.2:2Lipschitzian227,7355 AffineMap;FCONT_1:func.1:1AffineMap341,10476 fcont_2.abs, uniformly_continuous;FCONT_2:attr.1:1uniformly_continuous46,1967 fdiff_1.abs, -convergent;FDIFF_1:attr.1:1-convergent49,2071 RestFunc-like;FDIFF_1:attr.2:2RestFunc-like71,2524 RestFunc;FDIFF_1:mode.0:1RestFunc82,2748 linear;FDIFF_1:attr.3:3linear87,2856 LinearFunc;FDIFF_1:mode.0:2LinearFunc97,3027 is_differentiable_in;FDIFF_1:pred.1:1is_differentiable_in124,3545 diff;FDIFF_1:func.1:1diff137,3808 is_differentiable_on;FDIFF_1:pred.2:2is_differentiable_on146,4010 `|;FDIFF_1:func.2:2`|166,4458 differentiable;FDIFF_1:attr.4:4differentiable251,7324 fdiff_3.abs, is_Lcontinuous_in;FDIFF_3:pred.1:1is_Lcontinuous_in69,2986 is_Rcontinuous_in;FDIFF_3:pred.2:2is_Rcontinuous_in75,3186 is_right_differentiable_in;FDIFF_3:pred.3:3is_right_differentiable_in81,3387 is_left_differentiable_in;FDIFF_3:pred.4:4is_left_differentiable_in87,3607 Ldiff;FDIFF_3:func.1:1Ldiff115,4460 Rdiff;FDIFF_3:func.2:2Rdiff126,4699 fdiff_9.abs, sec;FDIFF_9:func.1:1sec35,1524 cosec;FDIFF_9:func.2:2cosec38,1592 ff_siec.abs, PTempty_f_net;FF_SIEC:func.1:1PTempty_f_net36,1058 Tempty_f_net;FF_SIEC:func.2:2Tempty_f_net44,1193 Pempty_f_net;FF_SIEC:func.3:3Pempty_f_net47,1278 Tsingle_f_net;FF_SIEC:func.4:4Tsingle_f_net54,1389 Psingle_f_net;FF_SIEC:func.5:5Psingle_f_net57,1477 empty_f_net;FF_SIEC:func.6:6empty_f_net63,1582 f_enter;FF_SIEC:func.7:7f_enter264,9486 f_exit;FF_SIEC:func.8:8f_exit267,9599 f_prox;FF_SIEC:func.9:9f_prox294,10344 f_flow;FF_SIEC:func.10:10f_flow298,10488 f_places;FF_SIEC:func.11:11f_places312,10804 f_transitions;FF_SIEC:func.12:12f_transitions315,10875 f_pre;FF_SIEC:func.13:13f_pre318,10952 f_post;FF_SIEC:func.14:14f_post321,11037 f_entrance;FF_SIEC:func.15:15f_entrance338,11399 f_escape;FF_SIEC:func.16:16f_escape341,11516 f_circulation;FF_SIEC:func.10:17f_circulation368,12316 f_adjac;FF_SIEC:func.17:18f_adjac373,12384 fib_fusc.abs, Fib_Program;FIB_FUSC:func.1:1Fib_Program33,1394 Fusc';FIB_FUSC:func.2:2Fusc'57,2087 Fusc_Program;FIB_FUSC:func.3:3Fusc_Program65,2254 fib_num2.abs, Prefix;FIB_NUM2:func.1:1Prefix108,3654 FIB;FIB_NUM2:func.2:2FIB281,8008 EvenNAT;FIB_NUM2:func.3:3EvenNAT288,8135 OddNAT;FIB_NUM2:func.4:4OddNAT292,8253 EvenFibs;FIB_NUM2:func.5:5EvenFibs306,8624 OddFibs;FIB_NUM2:func.6:6OddFibs310,8728 fib_num3.abs, Lucas;FIB_NUM3:func.1:1Lucas79,2574 [;FIB_NUM3:func.2:2[165,4854 GenFib;FIB_NUM3:func.3:3GenFib170,4940 fib_num.abs, tau;FIB_NUM:func.1:1tau94,3202 tau_bar;FIB_NUM:func.2:2tau_bar102,3335 filerec1.abs, File;FILEREC1:mode.0:1File118,4151 is_a_record_of;FILEREC1:pred.1:1is_a_record_of123,4257 filter_0.abs, Filter;FILTER_0:mode.0:1Filter69,2519 <.;FILTER_0:func.1:1<.100,3307 <.;FILTER_0:func.2:2<.107,3408 being_ultrafilter;FILTER_0:attr.1:1being_ultrafilter123,3705 <.;FILTER_0:func.3:3<.144,4225 prime;FILTER_0:attr.2:2prime173,4811 implicative;FILTER_0:attr.3:3implicative184,5075 I_Lattice;FILTER_0:mode.0:2I_Lattice197,5341 =>;FILTER_0:func.4:4=>204,5438 "/\";FILTER_0:func.5:5"/\"248,6205 latt;FILTER_0:func.6:6latt325,7909 <=>;FILTER_0:func.7:7<=>386,9328 equivalence_wrt;FILTER_0:func.8:8equivalence_wrt399,9561 equivalence_wrt;FILTER_0:func.9:9equivalence_wrt426,10295 equivalence_wrt;FILTER_0:func.10:10equivalence_wrt431,10404 are_equivalence_wrt;FILTER_0:pred.1:1are_equivalence_wrt436,10516 filter_1.abs, /\;FILTER_1:func.1:1/\61,2056 UnOp;FILTER_1:mode.1:1UnOp66,2125 BinOp;FILTER_1:mode.2:2BinOp70,2252 UnOp;FILTER_1:mode.0:3UnOp82,2518 BinOp;FILTER_1:mode.0:4BinOp83,2551 /\/;FILTER_1:func.2:2/\/92,2700 /\/;FILTER_1:func.3:3/\/103,2936 /\/;FILTER_1:func.4:4/\/173,4969 /\/;FILTER_1:func.5:5/\/185,5289 |:;FILTER_1:func.6:6|:222,6073 [:;FILTER_1:func.7:7[:286,8072 LattRel;FILTER_1:func.8:8LattRel300,8396 are_isomorphic;FILTER_1:pred.1:1are_isomorphic315,8748 [;FILTER_1:func.9:9[338,9288 filter_2.abs, =;FILTER_2:pred.1:1=65,2851 Ideal;FILTER_2:mode.0:1Ideal115,4400 .:;FILTER_2:func.1:1.:128,4780 .:;FILTER_2:func.2:2.:136,4892 .:;FILTER_2:func.3:3.:154,5261 .:;FILTER_2:func.4:4.:162,5371 (.;FILTER_2:func.5:5(.260,7225 (.;FILTER_2:func.6:6(.267,7325 is_max-ideal;FILTER_2:pred.2:2is_max-ideal286,7683 (.;FILTER_2:func.7:7(.309,8282 prime;FILTER_2:attr.1:1prime342,9033 "\/";FILTER_2:func.8:8"\/"352,9201 [#;FILTER_2:func.9:9[#444,11396 Sublattice;FILTER_2:mode.0:2Sublattice475,12058 Sublattice;FILTER_2:mode.0:3Sublattice480,12131 latt;FILTER_2:func.10:10latt493,12440 .:;FILTER_2:func.11:11.:508,12719 finance1.abs, halfline_fin;FINANCE1:func.0:1halfline_fin40,1728 halfline_fin;FINANCE1:func.1:2halfline_fin45,1812 half_open_sets;FINANCE1:func.2:3half_open_sets56,2090 pricefunction;FINANCE1:mode.1:1pricefunction63,2285 ElementsOfBuyPortfolio;FINANCE1:func.0:4ElementsOfBuyPortfolio70,2451 ElementsOfBuyPortfolio;FINANCE1:func.3:5ElementsOfBuyPortfolio75,2559 BuyPortfolioExt;FINANCE1:func.4:6BuyPortfolioExt81,2690 BuyPortfolio;FINANCE1:func.5:7BuyPortfolio85,2820 is_random_variable_on;FINANCE1:pred.1:1is_random_variable_on95,3093 set_of_random_variables_on;FINANCE1:func.6:8set_of_random_variables_on105,3386 Change_Element_to_Func;FINANCE1:func.7:9Change_Element_to_Func122,3835 ElementsOfPortfolioValueProb_fut;FINANCE1:func.8:10ElementsOfPortfolioValueProb_fut133,4062 Element_Of;FINANCE1:func.9:11Element_Of148,4477 ElementsOfPortfolioValue_fut;FINANCE1:func.10:12ElementsOfPortfolioValue_fut160,4757 PortfolioValueFutExt;FINANCE1:func.11:13PortfolioValueFutExt175,5151 PortfolioValueFut;FINANCE1:func.12:14PortfolioValueFut179,5297 finseq_1.abs, Seg;FINSEQ_1:func.1:1Seg42,1639 Seg;FINSEQ_1:func.2:2Seg49,1769 FinSequence-like;FINSEQ_1:attr.1:1FinSequence-like94,2576 FinSequence;FINSEQ_1:mode.0:1FinSequence105,2743 len;FINSEQ_1:func.0:3len125,3039 len;FINSEQ_1:func.3:4len130,3093 dom;FINSEQ_1:func.4:5dom138,3202 FinSequence;FINSEQ_1:mode.1:2FinSequence178,4238 FinSequence;FINSEQ_1:mode.2:3FinSequence200,4585 <*;FINSEQ_1:func.5:6<*216,4939 <*>;FINSEQ_1:func.6:7<*>223,5030 ^;FINSEQ_1:func.7:8^240,5254 ^;FINSEQ_1:func.8:9^297,6471 <*;FINSEQ_1:func.9:10<*302,6538 <*;FINSEQ_1:func.10:11<*324,6901 <*;FINSEQ_1:func.11:12<*328,6972 <*;FINSEQ_1:func.12:13<*380,7995 *;FINSEQ_1:func.13:14*401,8426 FinSubsequence-like;FINSEQ_1:attr.2:2FinSubsequence-like428,8975 FinSubsequence;FINSEQ_1:mode.0:4FinSubsequence439,9141 Sgm;FINSEQ_1:func.14:15Sgm459,9554 Seq;FINSEQ_1:func.15:16Seq471,9801 |;FINSEQ_1:func.16:17|553,11320 |;FINSEQ_1:func.17:18|560,11413 [*];FINSEQ_1:func.18:19[*]586,11851 =;FINSEQ_1:pred.0:1=707,15351 FinSequence-membered;FINSEQ_1:attr.3:3FinSequence-membered757,16314 finseq_2.abs, idseq;FINSEQ_2:func.1:1idseq224,6911 |->;FINSEQ_2:func.2:2|->269,7655 FinSequenceSet;FINSEQ_2:mode.1:1FinSequenceSet406,11818 Element;FINSEQ_2:mode.2:2Element414,11977 *;FINSEQ_2:func.3:3*427,12215 Tuple;FINSEQ_2:mode.0:3Tuple446,12624 -tuples_on;FINSEQ_2:func.4:4-tuples_on452,12724 |->;FINSEQ_2:func.5:5|->627,17162 #;FINSEQ_2:func.6:6#691,18871 *-->;FINSEQ_2:func.7:7*-->705,19120 finseq_3.abs, -;FINSEQ_3:func.1:1-221,5623 Del;FINSEQ_3:func.2:2Del380,9413 ExtendRel;FINSEQ_3:func.3:3ExtendRel485,12124 is_representatives_FS;FINSEQ_3:pred.1:1is_representatives_FS498,12514 finseq_4.abs, is_one-to-one_at;FINSEQ_4:pred.1:1is_one-to-one_at41,1593 just_once_values;FINSEQ_4:pred.2:2just_once_values62,2066 <-;FINSEQ_4:func.1:1<-88,2648 <*;FINSEQ_4:func.2:2<*115,3208 <*;FINSEQ_4:func.3:3<*121,3299 ..;FINSEQ_4:func.4:4..139,3717 -|;FINSEQ_4:func.5:5-|198,5194 |--;FINSEQ_4:func.6:6|--236,6031 <*;FINSEQ_4:func.7:7<*373,9804 <*;FINSEQ_4:func.8:8<*377,9899 <*;FINSEQ_4:func.9:9<*398,10414 <*;FINSEQ_4:func.10:10<*403,10542 finseq_5.abs, -:;FINSEQ_5:func.1:1-:214,5614 :-;FINSEQ_5:func.2:2:-249,6307 Rev;FINSEQ_5:func.3:3Rev287,7123 Rev;FINSEQ_5:func.4:4Rev331,8233 Ins;FINSEQ_5:func.5:5Ins343,8500 finseq_6.abs, circular;FINSEQ_6:attr.1:1circular333,8095 Rotate;FINSEQ_6:func.1:1Rotate341,8194 mid;FINSEQ_6:func.2:2mid456,11041 mid;FINSEQ_6:func.3:3mid466,11249 finseq_7.abs, Replace;FINSEQ_7:func.0:1Replace59,2107 Replace;FINSEQ_7:func.1:2Replace67,2264 Swap;FINSEQ_7:func.2:3Swap126,3710 finseq_8.abs, ^;FINSEQ_8:func.1:1^33,1379 smid;FINSEQ_8:func.2:2smid50,1822 smid;FINSEQ_8:func.3:3smid57,1978 ovlpart;FINSEQ_8:func.4:4ovlpart90,2888 ovlcon;FINSEQ_8:func.5:5ovlcon106,3339 ovlldiff;FINSEQ_8:func.6:6ovlldiff119,3662 ovlrdiff;FINSEQ_8:func.7:7ovlrdiff128,3860 separates_uniquely;FINSEQ_8:pred.1:1separates_uniquely158,4876 is_substring_of;FINSEQ_8:pred.2:2is_substring_of173,5345 is_preposition_of;FINSEQ_8:pred.0:3is_preposition_of195,5982 c=;FINSEQ_8:pred.3:4c=200,6093 is_postposition_of;FINSEQ_8:pred.4:5is_postposition_of212,6386 instr;FINSEQ_8:func.8:8instr247,7540 addcr;FINSEQ_8:func.9:9addcr258,7877 is_terminated_by;FINSEQ_8:pred.5:6is_terminated_by265,8027 finseqop.abs, .:;FINSEQOP:func.1:1.:70,2367 [:];FINSEQOP:func.2:2[:]75,2452 [;];FINSEQOP:func.3:3[;]80,2538 *;FINSEQOP:func.4:4*88,2726 is_an_inverseOp_wrt;FINSEQOP:pred.1:1is_an_inverseOp_wrt271,7531 having_an_inverseOp;FINSEQOP:attr.1:1having_an_inverseOp279,7688 the_inverseOp_wrt;FINSEQOP:func.5:5the_inverseOp_wrt291,7896 *;FINSEQOP:func.6:6*384,11366 *;FINSEQOP:func.7:7*407,11965 finset_1.abs, finite;FINSET_1:attr.1:1finite34,1296 infinite;FINSET_1:attr.1:2infinite42,1427 finite-yielding;FINSET_1:attr.2:3finite-yielding217,4841 centered;FINSET_1:attr.3:4centered291,6149 finite-yielding;FINSET_1:attr.2:5finite-yielding299,6315 finite-yielding;FINSET_1:attr.4:6finite-yielding309,6529 finite-membered;FINSET_1:attr.5:7finite-membered380,7762 finsop_1.abs, "**";FINSOP_1:func.1:1"**"45,1725 +*;FINSOP_1:func.2:2+*63,2369 findom;FINSOP_1:func.0:3findom68,2453 findom;FINSOP_1:func.3:4findom73,2524 finsub_1.abs, cup-closed;FINSUB_1:attr.1:1cup-closed30,994 cap-closed;FINSUB_1:attr.2:2cap-closed34,1104 diff-closed;FINSUB_1:attr.3:3diff-closed37,1213 preBoolean;FINSUB_1:attr.4:4preBoolean45,1357 \/;FINSUB_1:func.1:1\/69,1883 \;FINSUB_1:func.2:2\70,1923 /\;FINSUB_1:func.3:3/\94,2622 \+\;FINSUB_1:func.4:4\+\95,2662 Fin;FINSUB_1:func.5:5Fin116,3051 Finite_Subset;FINSUB_1:mode.0:1Finite_Subset154,3788 fintopo2.abs, P_1;FINTOPO2:func.1:1P_157,1737 P_2;FINTOPO2:func.2:2P_269,1977 P_0;FINTOPO2:func.3:3P_092,2597 P_A;FINTOPO2:func.4:4P_A114,3182 P_e;FINTOPO2:func.5:5P_e139,3850 FMT_Space_Str;FINTOPO2:struct.1:1FMT_Space_Str168,4600 U_FMT;FINTOPO2:func.6:6U_FMT183,4948 NeighSp;FINTOPO2:func.7:7NeighSp190,5063 Fo_filled;FINTOPO2:attr.2:1Fo_filled201,5375 ^Fodelta;FINTOPO2:func.8:8^Fodelta211,5545 ^Fob;FINTOPO2:func.9:9^Fob222,5791 ^Foi;FINTOPO2:func.10:10^Foi232,6002 ^Fos;FINTOPO2:func.11:11^Fos242,6197 ^Fon;FINTOPO2:func.12:12^Fon253,6435 ^Fodel_i;FINTOPO2:func.13:13^Fodel_i339,9146 ^Fodel_o;FINTOPO2:func.14:14^Fodel_o342,9226 Fo_open;FINTOPO2:attr.3:2Fo_open353,9427 Fo_closed;FINTOPO2:attr.4:3Fo_closed357,9486 fintopo3.abs, ^d;FINTOPO3:func.1:1^d40,1432 Fcl;FINTOPO3:func.2:2Fcl85,2309 Fcl;FINTOPO3:func.3:3Fcl96,2562 Fint;FINTOPO3:func.4:4Fint104,2701 Fint;FINTOPO3:func.5:5Fint115,2955 Finf;FINTOPO3:func.6:6Finf180,4528 Finf;FINTOPO3:func.7:7Finf191,4783 Fdfl;FINTOPO3:func.8:8Fdfl201,4957 Fdfl;FINTOPO3:func.9:9Fdfl212,5212 U_FT;FINTOPO3:func.10:10U_FT270,6614 are_mutually_symmetric;FINTOPO3:pred.1:1are_mutually_symmetric283,6875 fintopo4.abs, are_separated;FINTOPO4:pred.1:1are_separated35,1510 is_continuous;FINTOPO4:pred.2:2is_continuous99,3739 Nbdl1;FINTOPO4:func.1:1Nbdl1131,4776 FTSL1;FINTOPO4:func.2:2FTSL1142,4973 Nbdc1;FINTOPO4:func.3:3Nbdc1158,5278 FTSC1;FINTOPO4:func.4:4FTSC1171,5600 fintopo5.abs, being_homeomorphism;FINTOPO5:attr.1:1being_homeomorphism44,1860 Im;FINTOPO5:func.1:1Im95,3730 Nbdl2;FINTOPO5:func.2:2Nbdl2102,3848 FTSL2;FINTOPO5:func.3:3FTSL2112,4112 Nbds2;FINTOPO5:func.4:4Nbds2137,4713 FTSS2;FINTOPO5:func.5:5FTSS2147,4992 fintopo6.abs, connected;FINTOPO6:attr.1:1connected60,2081 SubSpace;FINTOPO6:mode.1:1SubSpace86,2857 |;FINTOPO6:func.1:1|106,3318 is_a_component_of;FINTOPO6:pred.1:1is_a_component_of194,6053 is_a_component_of;FINTOPO6:pred.2:2is_a_component_of269,8628 continuous;FINTOPO6:attr.2:2continuous285,9060 arcwise_connected;FINTOPO6:attr.3:3arcwise_connected309,9684 is_minimum_path_in;FINTOPO6:pred.3:3is_minimum_path_in343,10551 inv_continuous;FINTOPO6:attr.4:4inv_continuous389,12285 fin_topo.abs, U_FT;FIN_TOPO:func.1:1U_FT66,2708 .-->;FIN_TOPO:func.2:2.-->73,2850 SinglRel;FIN_TOPO:func.3:3SinglRel78,2936 FT{0};FIN_TOPO:func.4:4FT{0}84,3026 filled;FIN_TOPO:attr.0:1filled95,3204 filled;FIN_TOPO:attr.0:2filled100,3295 ^delta;FIN_TOPO:func.5:5^delta127,3785 ^deltai;FIN_TOPO:func.6:6^deltai138,4010 ^deltao;FIN_TOPO:func.7:7^deltao141,4085 ^i;FIN_TOPO:func.8:8^i152,4270 ^b;FIN_TOPO:func.9:9^b155,4341 ^s;FIN_TOPO:func.10:10^s158,4415 ^n;FIN_TOPO:func.11:11^n166,4559 ^f;FIN_TOPO:func.12:12^f169,4623 symmetric;FIN_TOPO:attr.1:3symmetric176,4759 open;FIN_TOPO:attr.2:4open205,5343 closed;FIN_TOPO:attr.3:5closed209,5400 connected;FIN_TOPO:attr.4:6connected213,5459 ^fb;FIN_TOPO:func.13:13^fb223,5658 ^fi;FIN_TOPO:func.14:14^fi226,5744 flang_1.abs, ^;FLANG_1:func.1:1^40,1522 <%>;FLANG_1:func.2:2<%>45,1593 <%;FLANG_1:func.3:3<%51,1705 {;FLANG_1:func.4:4{56,1779 .;FLANG_1:func.5:5.63,1892 ^^;FLANG_1:func.6:6^^112,2993 |^;FLANG_1:func.7:7|^163,4120 *;FLANG_1:func.8:8*235,5499 Lex;FLANG_1:func.9:9Lex346,7515 flang_2.abs, |^;FLANG_2:func.1:1|^107,2929 ?;FLANG_2:func.2:2?290,7205 flang_3.abs, |^..;FLANG_3:func.1:1|^..46,1480 +;FLANG_3:func.2:2+200,4832 fomodel0.abs, -one-to-one;FOMODEL0:attr.1:1-one-to-one53,2481 -unambiguous;FOMODEL0:attr.2:2-unambiguous59,2589 -prefix;FOMODEL0:attr.3:3-prefix67,2711 -pr1;FOMODEL0:func.1:1-pr174,2821 *;FOMODEL0:func.2:2*111,3855 -one-to-one;FOMODEL0:attr.1:4-one-to-one130,4226 MultPlace;FOMODEL0:func.3:3MultPlace194,5837 MultPlace;FOMODEL0:func.4:4MultPlace201,6021 MultPlace;FOMODEL0:func.5:5MultPlace213,6463 -unambiguous;FOMODEL0:attr.2:5-unambiguous221,6651 -firstChar;FOMODEL0:func.6:6-firstChar236,7218 -multiCat;FOMODEL0:func.7:7-multiCat255,7956 -multiCat;FOMODEL0:func.8:8-multiCat261,8078 chi;FOMODEL0:func.9:9chi292,8782 AppliedPairwiseTo;FOMODEL0:func.10:10AppliedPairwiseTo360,10482 _\;FOMODEL0:func.10:11_\372,10734 INT;FOMODEL0:func.0:12INT376,10835 typed/\;FOMODEL0:func.11:13typed/\390,11243 /\typed;FOMODEL0:func.12:14/\typed393,11307 null;FOMODEL0:func.13:15null406,11553 typed\;FOMODEL0:func.14:16typed\424,11881 \typed/;FOMODEL0:func.15:17\typed/439,12274 plus;FOMODEL0:func.16:18plus466,12832 -prefix;FOMODEL0:attr.3:6-prefix550,14850 -SymbolSubstIn;FOMODEL0:func.17:19-SymbolSubstIn606,16104 -SymbolSubstIn;FOMODEL0:func.18:20-SymbolSubstIn623,16487 -SymbolSubstIn;FOMODEL0:func.19:21-SymbolSubstIn630,16601 SubstWith;FOMODEL0:func.20:22SubstWith635,16698 SymbolsOf;FOMODEL0:func.21:23SymbolsOf900,22368 SymbolsOf;FOMODEL0:func.21:24SymbolsOf932,23101 null;FOMODEL0:func.22:25null980,24249 -freeCountableSet;FOMODEL0:func.23:26-freeCountableSet1047,25681 fomodel1.abs, Language-like;FOMODEL1:struct.1:1Language-like65,2804 AllSymbolsOf;FOMODEL1:func.1:1AllSymbolsOf72,2988 LettersOf;FOMODEL1:func.2:2LettersOf75,3051 OpSymbolsOf;FOMODEL1:func.3:3OpSymbolsOf78,3119 RelSymbolsOf;FOMODEL1:func.4:4RelSymbolsOf81,3197 TermSymbolsOf;FOMODEL1:func.5:5TermSymbolsOf84,3276 LowerCompoundersOf;FOMODEL1:func.6:6LowerCompoundersOf87,3348 TheEqSymbOf;FOMODEL1:func.7:7TheEqSymbOf90,3433 TheNorSymbOf;FOMODEL1:func.8:8TheNorSymbOf93,3493 OwnSymbolsOf;FOMODEL1:func.9:9OwnSymbolsOf96,3553 Element;FOMODEL1:mode.0:1Element103,3690 AtomicFormulaSymbolsOf;FOMODEL1:func.10:10AtomicFormulaSymbolsOf104,3740 AtomicTermsOf;FOMODEL1:func.11:11AtomicTermsOf107,3833 operational;FOMODEL1:attr.2:1operational110,3907 relational;FOMODEL1:attr.3:2relational113,3984 literal;FOMODEL1:attr.4:3literal121,4143 low-compounding;FOMODEL1:attr.5:4low-compounding124,4204 operational;FOMODEL1:attr.6:5operational127,4282 relational;FOMODEL1:attr.7:6relational130,4349 termal;FOMODEL1:attr.8:7termal133,4416 own;FOMODEL1:attr.9:8own136,4480 ofAtomicFormula;FOMODEL1:attr.10:9ofAtomicFormula139,4548 TrivialArity;FOMODEL1:func.12:12TrivialArity147,4724 TrivialArity;FOMODEL1:func.13:13TrivialArity155,4919 TrivialArity;FOMODEL1:func.14:14TrivialArity160,5022 eligible;FOMODEL1:attr.11:10eligible177,5422 Language;FOMODEL1:mode.0:2Language192,5689 AllSymbolsOf;FOMODEL1:func.15:15AllSymbolsOf199,5854 LettersOf;FOMODEL1:func.16:16LettersOf209,6022 AtomicFormulaSymbolsOf;FOMODEL1:func.17:17AtomicFormulaSymbolsOf219,6238 TheEqSymbOf;FOMODEL1:func.18:18TheEqSymbOf225,6375 ar;FOMODEL1:func.19:19ar275,7885 -cons;FOMODEL1:func.20:20-cons287,8101 -multiCat;FOMODEL1:func.21:21-multiCat295,8250 -firstChar;FOMODEL1:func.22:22-firstChar303,8408 -prefix;FOMODEL1:attr.12:11-prefix311,8593 string;FOMODEL1:mode.0:3string324,8847 Compound;FOMODEL1:func.23:23Compound350,9270 Compound;FOMODEL1:func.24:24Compound361,9571 -termsOfMaxDepth;FOMODEL1:func.25:25-termsOfMaxDepth366,9686 AtomicTermsOf;FOMODEL1:func.26:26AtomicTermsOf377,9945 AllTermsOf;FOMODEL1:func.27:27AllTermsOf382,10043 termal;FOMODEL1:attr.13:12termal393,10237 -termal;FOMODEL1:attr.14:13-termal402,10378 -termsOfMaxDepth;FOMODEL1:func.28:28-termsOfMaxDepth414,10576 AllTermsOf;FOMODEL1:func.29:29AllTermsOf419,10676 ar;FOMODEL1:func.30:30ar465,11478 0wff;FOMODEL1:attr.15:140wff493,12076 AtomicFormulasOf;FOMODEL1:func.31:31AtomicFormulasOf511,12429 AtomicFormulasOf;FOMODEL1:func.32:32AtomicFormulasOf518,12563 SubTerms;FOMODEL1:func.33:33SubTerms538,12892 SubTerms;FOMODEL1:func.34:34SubTerms562,13508 AllTermsOf;FOMODEL1:func.35:35AllTermsOf575,13809 -subTerms;FOMODEL1:func.36:36-subTerms586,13978 OwnSymbolsOf;FOMODEL1:func.37:37OwnSymbolsOf620,14834 Depth;FOMODEL1:func.38:38Depth658,15841 -termsOfMaxDepth;FOMODEL1:func.39:39-termsOfMaxDepth718,17132 -extending;FOMODEL1:attr.16:15-extending768,18108 extendWith;FOMODEL1:func.40:40extendWith791,18595 addLettersNotIn;FOMODEL1:func.41:41addLettersNotIn825,19368 fomodel2.abs, TheNorSymbOf;FOMODEL2:func.1:1TheNorSymbOf48,2458 -deltaInterpreter;FOMODEL2:func.2:2-deltaInterpreter52,2545 id;FOMODEL2:func.3:3id58,2728 Interpreter;FOMODEL2:mode.1:1Interpreter64,2876 Interpreter;FOMODEL2:mode.2:2Interpreter72,3126 Interpreter;FOMODEL2:mode.3:3Interpreter93,3661 -interpreter-like;FOMODEL2:attr.1:1-interpreter-like100,3816 .;FOMODEL2:func.4:4.125,4341 ReassignIn;FOMODEL2:func.5:5ReassignIn137,4614 ^^^;FOMODEL2:func.6:6^^^170,5470 ^^^;FOMODEL2:func.7:7^^^182,5736 -TermEval;FOMODEL2:func.8:8-TermEval221,6726 -TermEval;FOMODEL2:func.9:9-TermEval231,7032 -TermEval;FOMODEL2:func.10:10-TermEval239,7265 ===;FOMODEL2:func.11:11===249,7617 -extension;FOMODEL2:attr.2:2-extension256,7797 .;FOMODEL2:func.12:12.280,8370 -AtomicEval;FOMODEL2:func.13:13-AtomicEval286,8508 -AtomicEval;FOMODEL2:func.14:14-AtomicEval294,8713 -InterpretersOf;FOMODEL2:func.15:15-InterpretersOf313,9297 -InterpretersOf;FOMODEL2:func.16:16-InterpretersOf321,9474 -TruthEval;FOMODEL2:func.17:17-TruthEval337,9758 -ExFunctor;FOMODEL2:func.18:18-ExFunctor349,10179 ExIterator;FOMODEL2:func.19:19ExIterator360,10502 -NorFunctor;FOMODEL2:func.20:20-NorFunctor378,11148 NorIterator;FOMODEL2:func.21:21NorIterator406,12673 -TruthEval;FOMODEL2:func.22:22-TruthEval423,13213 -TruthEval;FOMODEL2:func.23:23-TruthEval436,13628 -TruthEval;FOMODEL2:func.24:24-TruthEval445,13876 -formulasOfMaxDepth;FOMODEL2:func.25:25-formulasOfMaxDepth453,14033 -wff;FOMODEL2:attr.3:3-wff462,14290 wff;FOMODEL2:attr.4:4wff469,14394 -TruthEval;FOMODEL2:func.26:26-TruthEval501,14946 AllFormulasOf;FOMODEL2:func.27:27AllFormulasOf508,15096 -formulasOfMaxDepth;FOMODEL2:func.25:28-formulasOfMaxDepth544,16087 -ExFormulasOf;FOMODEL2:func.28:29-ExFormulasOf558,16470 -NorFormulasOf;FOMODEL2:func.29:30-NorFormulasOf562,16626 ^;FOMODEL2:func.30:31^571,16867 <*;FOMODEL2:func.31:32<*576,16929 Depth;FOMODEL2:func.32:33Depth598,17334 exal;FOMODEL2:attr.5:5exal650,18443 AllFormulasOf;FOMODEL2:func.33:34AllFormulasOf697,19184 TheEqSymbOf;FOMODEL2:func.34:35TheEqSymbOf724,19734 -NorFormulasOf;FOMODEL2:func.35:36-NorFormulasOf758,20643 -ExFormulasOf;FOMODEL2:func.36:37-ExFormulasOf773,20926 -nonwff;FOMODEL2:attr.3:6-nonwff805,21516 ReassignIn;FOMODEL2:func.37:38ReassignIn850,22632 xnot;FOMODEL2:func.38:39xnot857,22772 -mincover;FOMODEL2:attr.6:7-mincover879,23140 SubWffsOf;FOMODEL2:func.39:40SubWffsOf908,24023 head;FOMODEL2:func.40:41head918,24228 tail;FOMODEL2:func.41:42tail921,24306 tail;FOMODEL2:func.42:43tail957,25119 -occurring;FOMODEL2:attr.7:8-occurring1005,26235 -containing;FOMODEL2:attr.8:9-containing1011,26363 -absent;FOMODEL2:attr.7:10-absent1017,26483 -free;FOMODEL2:attr.8:11-free1021,26553 -covering;FOMODEL2:attr.9:12-covering1063,27371 ExFormulasOf;FOMODEL2:func.43:44ExFormulasOf1082,27767 -satisfied;FOMODEL2:attr.10:13-satisfied1131,28864 -satisfying;FOMODEL2:attr.11:14-satisfying1138,29036 -correct;FOMODEL2:attr.12:15-correct1176,29915 -implied;FOMODEL2:attr.13:16-implied1213,30779 fomodel3.abs, -compound;FOMODEL3:func.1:1-compound60,2982 -compound;FOMODEL3:func.2:2-compound85,3599 -freeInterpreter;FOMODEL3:func.3:3-freeInterpreter105,4162 -freeInterpreter;FOMODEL3:func.4:4-freeInterpreter115,4483 -freeInterpreter;FOMODEL3:func.5:5-freeInterpreter120,4580 -freeInterpreter;FOMODEL3:func.6:6-freeInterpreter133,4857 -freeInterpreter;FOMODEL3:func.7:7-freeInterpreter144,5062 -placesOf;FOMODEL3:func.8:8-placesOf150,5228 -placesOf;FOMODEL3:func.9:9-placesOf179,6037 -placesOf;FOMODEL3:func.10:10-placesOf187,6229 quotient;FOMODEL3:func.11:11quotient221,7255 quotient;FOMODEL3:func.12:12quotient230,7551 -respecting;FOMODEL3:attr.1:1-respecting235,7728 -respecting;FOMODEL3:attr.2:2-respecting244,7972 -placesOf;FOMODEL3:func.13:13-placesOf270,8715 DeTrivial;FOMODEL3:func.14:14DeTrivial275,8862 peeler;FOMODEL3:func.15:15peeler282,8970 quotient;FOMODEL3:func.16:16quotient308,9799 -class;FOMODEL3:func.17:17-class313,9936 -tuple2Class;FOMODEL3:func.18:18-tuple2Class355,10850 -tuple2Class;FOMODEL3:func.19:19-tuple2Class375,11417 quotient;FOMODEL3:func.20:20quotient382,11637 quotient;FOMODEL3:func.21:21quotient394,12042 -respecting;FOMODEL3:attr.3:3-respecting444,13464 quotient;FOMODEL3:func.22:22quotient453,13697 quotient;FOMODEL3:func.22:23quotient462,13949 quotient;FOMODEL3:func.23:24quotient499,14985 -SymbolSubstIn;FOMODEL3:func.24:25-SymbolSubstIn518,15571 null;FOMODEL3:func.25:26null540,16114 AtomicSubst;FOMODEL3:func.26:27AtomicSubst588,17302 AtomicSubst;FOMODEL3:func.27:28AtomicSubst596,17512 Subst2;FOMODEL3:func.28:29Subst2626,18299 Subst2;FOMODEL3:func.29:30Subst2645,18919 Subst2;FOMODEL3:func.30:31Subst2657,19244 Subst3;FOMODEL3:func.31:32Subst3662,19404 Subst4;FOMODEL3:func.32:33Subst4670,19638 AtomicSubst;FOMODEL3:func.33:34AtomicSubst679,19833 Subst1;FOMODEL3:func.34:35Subst1686,20021 Subst1;FOMODEL3:func.35:36Subst1693,20146 Subst1;FOMODEL3:func.36:37Subst1698,20256 SubstIn;FOMODEL3:func.37:38SubstIn704,20370 fomodel4.abs, -sequents;FOMODEL4:func.1:1-sequents59,3037 -sequent-like;FOMODEL4:attr.1:1-sequent-like76,3384 -sequents-like;FOMODEL4:attr.2:2-sequents-like83,3485 Rule;FOMODEL4:mode.0:1Rule105,3949 RuleSet;FOMODEL4:mode.0:2RuleSet109,4060 OneStep;FOMODEL4:func.2:2OneStep130,4567 -derivables;FOMODEL4:func.3:3-derivables137,4737 -derivable;FOMODEL4:attr.3:3-derivable146,4899 -derivable;FOMODEL4:attr.4:4-derivable153,5064 -iterators;FOMODEL4:func.4:4-iterators159,5181 isotone;FOMODEL4:attr.5:5isotone166,5350 isotone;FOMODEL4:attr.6:6isotone176,5522 -derivable;FOMODEL4:attr.7:7-derivable196,5932 -provable;FOMODEL4:attr.8:8-provable213,6284 -provable;FOMODEL4:attr.8:9-provable220,6480 -macro;FOMODEL4:attr.9:10-macro226,6640 -termEq;FOMODEL4:func.5:5-termEq233,6797 -expanded;FOMODEL4:attr.10:11-expanded241,6993 -null;FOMODEL4:attr.11:12-null249,7155 -termEq;FOMODEL4:func.6:6-termEq261,7490 [;FOMODEL4:func.7:7[274,7752 Rule0;FOMODEL4:pred.1:1Rule0364,9597 Rule1;FOMODEL4:pred.2:2Rule1368,9673 Rule2;FOMODEL4:pred.3:3Rule2373,9782 Rule3a;FOMODEL4:pred.4:4Rule3a378,9919 Rule3b;FOMODEL4:pred.5:5Rule3b384,10163 Rule3d;FOMODEL4:pred.6:6Rule3d389,10331 Rule3e;FOMODEL4:pred.7:7Rule3e398,10728 Rule4;FOMODEL4:pred.8:8Rule4407,11072 Rule5;FOMODEL4:pred.9:9Rule5412,11257 Rule6;FOMODEL4:pred.10:10Rule6419,11452 Rule7;FOMODEL4:pred.11:11Rule7427,11748 Rule8;FOMODEL4:pred.12:12Rule8433,11961 Rule9;FOMODEL4:pred.13:13Rule9440,12227 P#0;FOMODEL4:func.8:8P#0448,12415 P#1;FOMODEL4:func.9:9P#1453,12629 P#2;FOMODEL4:func.10:10P#2458,12852 P#3a;FOMODEL4:func.11:11P#3a463,13066 P#3b;FOMODEL4:func.12:12P#3b468,13282 P#3d;FOMODEL4:func.13:13P#3d473,13498 P#3e;FOMODEL4:func.14:14P#3e478,13724 P#4;FOMODEL4:func.15:15P#4483,13940 P#5;FOMODEL4:func.16:16P#5488,14154 P#6;FOMODEL4:func.17:17P#6493,14368 P#7;FOMODEL4:func.18:18P#7498,14592 P#8;FOMODEL4:func.19:19P#8503,14806 P#9;FOMODEL4:func.20:20P#9508,15020 FuncRule;FOMODEL4:func.21:21FuncRule517,15309 R#0;FOMODEL4:func.22:22R#0524,15516 R#1;FOMODEL4:func.23:23R#1527,15585 R#2;FOMODEL4:func.24:24R#2530,15654 R#3a;FOMODEL4:func.25:25R#3a533,15723 R#3b;FOMODEL4:func.26:26R#3b536,15794 R#3d;FOMODEL4:func.27:27R#3d539,15865 R#3e;FOMODEL4:func.28:28R#3e542,15936 R#4;FOMODEL4:func.29:29R#4545,16007 R#5;FOMODEL4:func.30:30R#5548,16076 R#6;FOMODEL4:func.31:31R#6551,16145 R#7;FOMODEL4:func.32:32R#7554,16214 R#8;FOMODEL4:func.33:33R#8557,16283 R#9;FOMODEL4:func.34:34R#9560,16352 PairWiseEq;FOMODEL4:func.35:35PairWiseEq631,18102 PairWiseEq;FOMODEL4:func.36:36PairWiseEq639,18375 -ranked;FOMODEL4:attr.12:13-ranked657,18815 -rules;FOMODEL4:func.37:37-rules675,19365 -expanded;FOMODEL4:attr.10:14-expanded753,21096 -provable;FOMODEL4:attr.8:15-provable805,22346 Henkin;FOMODEL4:func.38:38Henkin833,23081 Henkin;FOMODEL4:func.39:39Henkin850,23501 -premises-like;FOMODEL4:attr.13:16-premises-like867,23831 null;FOMODEL4:func.40:40null906,24455 null;FOMODEL4:func.41:41null973,25765 -inconsistent;FOMODEL4:attr.14:17-inconsistent985,26063 -witnessed;FOMODEL4:attr.15:18-witnessed1022,26794 -consistent;FOMODEL4:attr.14:19-consistent1036,27183 AddAsWitnessTo;FOMODEL4:func.42:42AddAsWitnessTo1045,27421 AddAsWitnessTo;FOMODEL4:func.43:43AddAsWitnessTo1068,28115 Correct;FOMODEL4:attr.16:20Correct1073,28225 Correct;FOMODEL4:attr.17:21Correct1087,28557 -provable;FOMODEL4:attr.18:22-provable1192,30313 AddWitnessesTo;FOMODEL4:func.44:44AddWitnessesTo1203,30565 addw;FOMODEL4:func.44:45addw1212,30827 WithWitnessesFrom;FOMODEL4:func.45:46WithWitnessesFrom1229,31399 addw;FOMODEL4:func.45:47addw1238,31621 AddFormulaTo;FOMODEL4:func.46:48AddFormulaTo1261,32331 AddFormulaTo;FOMODEL4:func.47:49AddFormulaTo1269,32522 AddFormulasTo;FOMODEL4:func.48:50AddFormulasTo1279,32783 CompletionOf;FOMODEL4:func.49:51CompletionOf1287,33017 frechet2.abs, Cl_Seq;FRECHET2:func.1:1Cl_Seq101,4126 lim;FRECHET2:func.2:2lim160,6090 is_a_cluster_point_of;FRECHET2:pred.1:1is_a_cluster_point_of203,7459 frechet.abs, Balls;FRECHET:func.1:1Balls90,3296 first-countable;FRECHET:attr.1:1first-countable149,4918 is_convergent_to;FRECHET:pred.1:1is_convergent_to167,5307 convergent;FRECHET:attr.2:2convergent181,5710 Lim;FRECHET:func.2:2Lim189,5875 Frechet;FRECHET:attr.3:3Frechet197,6041 sequential;FRECHET:attr.4:4sequential206,6248 REAL?;FRECHET:func.3:3REAL?243,7257 freealg.abs, disjoint_with_NAT;FREEALG:attr.1:1disjoint_with_NAT44,1663 with_zero;FREEALG:attr.0:2with_zero56,1838 without_zero;FREEALG:attr.0:3without_zero57,1885 with_zero;FREEALG:attr.0:4with_zero62,1974 oper;FREEALG:func.1:1oper84,2343 GeneratorSet;FREEALG:mode.1:1GeneratorSet92,2478 free;FREEALG:attr.2:5free101,2716 free;FREEALG:attr.3:6free111,2972 REL;FREEALG:func.2:2REL138,3539 DTConUA;FREEALG:func.3:3DTConUA147,3813 Sym;FREEALG:func.4:4Sym186,4866 FreeOpNSG;FREEALG:func.5:5FreeOpNSG203,5204 FreeOpSeqNSG;FREEALG:func.6:6FreeOpSeqNSG214,5578 FreeUnivAlgNSG;FREEALG:func.7:7FreeUnivAlgNSG222,5834 FreeGenSetNSG;FREEALG:func.8:8FreeGenSetNSG234,6210 FreeGenSetNSG;FREEALG:func.9:9FreeGenSetNSG246,6612 pi;FREEALG:func.10:10pi255,6918 @;FREEALG:func.11:11@266,7141 FreeGenSetNSG;FREEALG:func.12:12FreeGenSetNSG283,7568 FreeOpZAO;FREEALG:func.13:13FreeOpZAO298,7923 FreeOpSeqZAO;FREEALG:func.14:14FreeOpSeqZAO309,8297 FreeUnivAlgZAO;FREEALG:func.15:15FreeUnivAlgZAO317,8553 FreeGenSetZAO;FREEALG:func.16:16FreeGenSetZAO337,9219 FreeGenSetZAO;FREEALG:func.17:17FreeGenSetZAO345,9481 pi;FREEALG:func.18:18pi354,9790 FreeGenSetZAO;FREEALG:func.19:19FreeGenSetZAO371,10235 fscirc_1.abs, BitSubtracterOutput;FSCIRC_1:func.1:1BitSubtracterOutput37,1499 BitSubtracterCirc;FSCIRC_1:func.2:2BitSubtracterCirc45,1688 BorrowIStr;FSCIRC_1:func.3:3BorrowIStr53,1883 BorrowStr;FSCIRC_1:func.4:4BorrowStr62,2150 BorrowICirc;FSCIRC_1:func.5:5BorrowICirc71,2421 BorrowOutput;FSCIRC_1:func.6:6BorrowOutput99,3343 BorrowCirc;FSCIRC_1:func.7:7BorrowCirc106,3540 BitSubtracterWithBorrowStr;FSCIRC_1:func.8:8BitSubtracterWithBorrowStr182,6461 BitSubtracterWithBorrowCirc;FSCIRC_1:func.9:9BitSubtracterWithBorrowCirc206,7257 fscirc_2.abs, -BitSubtracterStr;FSCIRC_2:func.1:1-BitSubtracterStr44,2027 -BitSubtracterCirc;FSCIRC_2:func.2:2-BitSubtracterCirc61,2587 -BitBorrowOutput;FSCIRC_2:func.3:3-BitBorrowOutput81,3345 -BitSubtracterOutput;FSCIRC_2:func.4:4-BitSubtracterOutput180,7607 fsm_1.abs, FSM;FSM_1:struct.1:1FSM39,1731 State;FSM_1:mode.0:1State45,1944 -succ_of;FSM_1:func.1:1-succ_of63,2370 -admissible;FSM_1:func.2:2-admissible73,2600 -leads_to;FSM_1:pred.1:1-leads_to90,3087 is_admissible_for;FSM_1:pred.2:2is_admissible_for104,3387 leads_to_under;FSM_1:func.3:3leads_to_under115,3609 Mealy-FSM;FSM_1:struct.2:2Mealy-FSM143,4382 Moore-FSM;FSM_1:struct.3:3Moore-FSM146,4607 -response;FSM_1:func.4:4-response185,5985 -response;FSM_1:func.5:5-response198,6266 is_similar_to;FSM_1:pred.3:3is_similar_to226,7108 -are_equivalent;FSM_1:pred.4:4-are_equivalent246,7730 -are_equivalent;FSM_1:pred.5:5-are_equivalent261,8093 -equivalent;FSM_1:pred.6:6-equivalent293,9082 -eq_states_EqR;FSM_1:func.6:6-eq_states_EqR327,9972 -eq_states_partition;FSM_1:func.7:7-eq_states_partition338,10237 final;FSM_1:attr.4:1final382,11734 final_states_partition;FSM_1:func.8:8final_states_partition405,12439 -succ_class;FSM_1:func.9:9-succ_class426,13073 -class_response;FSM_1:func.10:10-class_response437,13424 the_reduction_of;FSM_1:func.11:11the_reduction_of445,13590 -are_isomorphic;FSM_1:pred.7:7-are_isomorphic475,14508 reduced;FSM_1:attr.5:2reduced509,15672 accessible;FSM_1:attr.6:3accessible538,16387 connected;FSM_1:attr.7:4connected547,16566 accessibleStates;FSM_1:func.12:12accessibleStates574,17158 -Mealy_union;FSM_1:func.13:13-Mealy_union612,18515 fsm_2.abs, GEN;FSM_2:func.0:1GEN44,1815 calculating_type;FSM_2:attr.1:1calculating_type66,2345 is_accessible_via;FSM_2:pred.1:1is_accessible_via94,3196 accessible;FSM_2:attr.2:2accessible102,3344 regular;FSM_2:attr.3:3regular125,3941 SM_Final;FSM_2:struct.1:1SM_Final159,4962 leads_to_final_state_of;FSM_2:pred.2:2leads_to_final_state_of172,5294 halting;FSM_2:attr.5:4halting181,5488 Moore-SM_Final;FSM_2:struct.2:2Moore-SM_Final189,5614 -TwoStatesMooreSM;FSM_2:func.1:2-TwoStatesMooreSM204,6069 is_result_of;FSM_2:pred.3:3is_result_of249,7277 Result;FSM_2:func.2:3Result332,10568 fsm_3.abs, _bool;FSM_3:func.1:1_bool101,3148 semiautomaton;FSM_3:struct.1:1semiautomaton130,3796 deterministic;FSM_3:attr.2:1deterministic138,4029 _bool;FSM_3:func.2:2_bool158,4430 left-Lang;FSM_3:func.3:3left-Lang185,4976 automaton;FSM_3:struct.2:2automaton199,5254 deterministic;FSM_3:attr.4:2deterministic207,5507 _bool;FSM_3:func.4:4_bool229,5939 right-Lang;FSM_3:func.5:5right-Lang256,6498 Lang;FSM_3:func.6:6Lang268,6769 chop;FSM_3:func.7:7chop306,7899 ftacell1.abs, BitFTA0Str;FTACELL1:func.1:1BitFTA0Str80,3640 BitFTA0Circ;FTACELL1:func.2:2BitFTA0Circ89,3905 BitFTA0CarryOutput;FTACELL1:func.3:3BitFTA0CarryOutput170,8250 BitFTA0AdderOutputI;FTACELL1:func.4:4BitFTA0AdderOutputI174,8405 BitFTA0AdderOutputP;FTACELL1:func.5:5BitFTA0AdderOutputP178,8561 BitFTA0AdderOutputQ;FTACELL1:func.6:6BitFTA0AdderOutputQ183,8744 BitFTA1Str;FTACELL1:func.7:7BitFTA1Str280,13307 BitFTA1Circ;FTACELL1:func.8:8BitFTA1Circ289,13572 BitFTA1CarryOutput;FTACELL1:func.9:9BitFTA1CarryOutput371,17947 BitFTA1AdderOutputI;FTACELL1:func.10:10BitFTA1AdderOutputI375,18102 BitFTA1AdderOutputP;FTACELL1:func.11:11BitFTA1AdderOutputP379,18259 BitFTA1AdderOutputQ;FTACELL1:func.12:12BitFTA1AdderOutputQ384,18443 BitFTA2Str;FTACELL1:func.13:13BitFTA2Str482,23056 BitFTA2Circ;FTACELL1:func.14:14BitFTA2Circ491,23322 BitFTA2CarryOutput;FTACELL1:func.15:15BitFTA2CarryOutput572,27694 BitFTA2AdderOutputI;FTACELL1:func.16:16BitFTA2AdderOutputI576,27850 BitFTA2AdderOutputP;FTACELL1:func.17:17BitFTA2AdderOutputP580,28007 BitFTA2AdderOutputQ;FTACELL1:func.18:18BitFTA2AdderOutputQ585,28191 BitFTA3Str;FTACELL1:func.19:19BitFTA3Str684,32838 BitFTA3Circ;FTACELL1:func.20:20BitFTA3Circ693,33104 BitFTA3CarryOutput;FTACELL1:func.21:21BitFTA3CarryOutput775,37477 BitFTA3AdderOutputI;FTACELL1:func.22:22BitFTA3AdderOutputI779,37633 BitFTA3AdderOutputP;FTACELL1:func.23:23BitFTA3AdderOutputP783,37790 BitFTA3AdderOutputQ;FTACELL1:func.24:24BitFTA3AdderOutputQ788,37974 funcop_1.abs, ~;FUNCOP_1:func.1:1~40,1330 -->;FUNCOP_1:func.2:2-->66,1791 .:;FUNCOP_1:func.3:3.:137,3074 [:];FUNCOP_1:func.4:4[:]165,3677 [;];FUNCOP_1:func.5:5[;]192,4191 .:;FUNCOP_1:func.6:6.:230,4952 -->;FUNCOP_1:func.7:7-->270,5925 -->;FUNCOP_1:func.8:8-->275,6043 [:];FUNCOP_1:func.9:9[:]293,6430 [;];FUNCOP_1:func.10:10[;]328,7157 rng;FUNCOP_1:func.11:11rng363,7936 ~;FUNCOP_1:func.12:12~369,8060 Function-yielding;FUNCOP_1:attr.1:1Function-yielding425,9395 .-->;FUNCOP_1:func.13:13.-->464,10080 IFEQ;FUNCOP_1:func.14:14IFEQ476,10277 IFEQ;FUNCOP_1:func.15:15IFEQ485,10429 .-->;FUNCOP_1:func.16:16.-->490,10511 :->;FUNCOP_1:func.13:17:->518,11025 :->;FUNCOP_1:func.17:18:->523,11102 :->;FUNCOP_1:func.16:19:->547,11536 :->;FUNCOP_1:func.18:20:->552,11603 Relation-yielding;FUNCOP_1:attr.2:2Relation-yielding695,14469 funcsdom.abs, .;FUNCSDOM:func.1:1.41,1688 .;FUNCSDOM:func.2:2.48,1862 .:;FUNCSDOM:func.3:3.:57,2057 [;];FUNCSDOM:func.4:4[;]63,2225 RealFuncAdd;FUNCSDOM:func.5:5RealFuncAdd67,2308 RealFuncMult;FUNCSDOM:func.6:6RealFuncMult74,2486 RealFuncExtMult;FUNCSDOM:func.7:7RealFuncExtMult81,2666 RealFuncZero;FUNCSDOM:func.8:8RealFuncZero91,2894 RealFuncUnit;FUNCSDOM:func.9:9RealFuncUnit98,3013 RealVectSpace;FUNCSDOM:func.10:10RealVectSpace207,6883 RRing;FUNCSDOM:func.11:11RRing221,7264 Ring;FUNCSDOM:mode.0:1Ring253,8102 AlgebraStr;FUNCSDOM:struct.1:1AlgebraStr261,8314 RAlgebra;FUNCSDOM:func.12:12RAlgebra273,8606 vector-associative;FUNCSDOM:attr.2:1vector-associative295,9033 Algebra;FUNCSDOM:mode.0:2Algebra319,9759 funct_1.abs, Function-like;FUNCT_1:attr.1:1Function-like30,1027 Function;FUNCT_1:mode.0:1Function45,1270 .;FUNCT_1:func.1:1.65,1649 rng;FUNCT_1:func.0:2rng79,1918 *;FUNCT_1:func.0:3*121,2948 one-to-one;FUNCT_1:attr.2:2one-to-one181,4166 ";FUNCT_1:func.2:4"234,5282 .:;FUNCT_1:func.0:5.:344,7855 ";FUNCT_1:func.0:6"379,8667 empty-yielding;FUNCT_1:attr.0:3empty-yielding472,10549 non-empty;FUNCT_1:attr.0:4non-empty481,10706 constant;FUNCT_1:attr.3:5constant511,11262 =;FUNCT_1:pred.0:1=529,11646 the_value_of;FUNCT_1:func.3:7the_value_of622,13525 functional;FUNCT_1:attr.4:6functional642,13909 -compatible;FUNCT_1:attr.5:7-compatible673,14487 funct_2.abs, quasi_total;FUNCT_2:attr.1:1quasi_total34,1261 Function;FUNCT_2:mode.0:1Function52,1533 Funcs;FUNCT_2:func.1:1Funcs107,2990 onto;FUNCT_2:attr.2:2onto187,5330 bijective;FUNCT_2:attr.3:3bijective330,9430 Permutation;FUNCT_2:mode.0:2Permutation349,9753 ";FUNCT_2:func.2:2"380,10428 .;FUNCT_2:func.3:3.408,11099 pr1;FUNCT_2:func.4:4pr1599,16674 pr2;FUNCT_2:func.5:5pr2603,16788 =;FUNCT_2:pred.1:1=612,17042 =;FUNCT_2:pred.2:2=619,17207 ";FUNCT_2:func.6:6"690,19187 .:;FUNCT_2:func.7:7.:705,19577 /*;FUNCT_2:func.8:8/*744,20803 FUNCTION_DOMAIN;FUNCT_2:mode.1:3FUNCTION_DOMAIN830,22809 Funcs;FUNCT_2:func.9:9Funcs849,23239 Element;FUNCT_2:mode.2:4Element851,23328 /.;FUNCT_2:func.10:10/.867,23577 Action;FUNCT_2:mode.0:5Action884,23938 funct_3.abs, .:;FUNCT_3:func.1:1.:72,2364 .:;FUNCT_3:func.2:2.:126,3760 ";FUNCT_3:func.3:3"133,3910 chi;FUNCT_3:func.4:4chi190,5435 chi;FUNCT_3:func.5:5chi214,5940 incl;FUNCT_3:func.0:6incl220,6038 incl;FUNCT_3:func.6:7incl226,6115 pr1;FUNCT_3:func.7:8pr1240,6358 pr2;FUNCT_3:func.8:9pr2244,6478 pr1;FUNCT_3:func.9:10pr1264,6832 pr2;FUNCT_3:func.10:11pr2265,6883 delta;FUNCT_3:func.11:12delta270,6960 delta;FUNCT_3:func.12:13delta281,7139 <:;FUNCT_3:func.13:14<:288,7252 <:;FUNCT_3:func.14:15<:342,8740 [:;FUNCT_3:func.15:16[:375,9780 [:;FUNCT_3:func.16:17[:420,10981 funct_4.abs, +*;FUNCT_4:func.1:1+*65,1916 ~;FUNCT_4:func.2:2~178,4261 |:;FUNCT_4:func.3:3|:229,5382 -->;FUNCT_4:func.4:4-->271,6666 -->;FUNCT_4:func.5:5-->298,7256 +~;FUNCT_4:func.6:6+~459,11231 +*;FUNCT_4:func.7:7+*519,12419 funct_5.abs, curry;FUNCT_5:func.1:1curry80,2370 uncurry;FUNCT_5:func.2:2uncurry86,2583 curry';FUNCT_5:func.3:3curry'96,2812 uncurry';FUNCT_5:func.4:4uncurry'99,2876 op0;FUNCT_5:func.0:5op0279,8419 op0;FUNCT_5:func.5:6op0283,8457 op1;FUNCT_5:func.6:7op1287,8511 op2;FUNCT_5:func.7:8op2290,8558 op1;FUNCT_5:func.8:9op1296,8625 op2;FUNCT_5:func.9:10op2297,8659 .;FUNCT_5:func.10:11.311,8929 curry;FUNCT_5:func.11:12curry324,9161 curry';FUNCT_5:func.12:13curry'325,9214 uncurry;FUNCT_5:func.13:14uncurry339,9494 funct_6.abs, SubFuncs;FUNCT_6:func.1:1SubFuncs112,3654 doms;FUNCT_6:func.2:2doms133,4080 rngs;FUNCT_6:func.3:3rngs138,4219 meet;FUNCT_6:func.4:4meet143,4358 ..;FUNCT_6:func.5:5..169,4983 <:;FUNCT_6:func.6:6<:181,5173 Frege;FUNCT_6:func.7:7Frege212,6029 Funcs;FUNCT_6:func.8:8Funcs263,7453 Funcs;FUNCT_6:func.9:9Funcs283,7869 commute;FUNCT_6:func.10:10commute307,8303 funct_7.abs, In;FUNCT_7:func.1:1In212,6661 equal_outside;FUNCT_7:pred.1:1equal_outside224,6846 +*;FUNCT_7:func.2:2+*251,7515 +*;FUNCT_7:func.3:3+*284,8351 compose;FUNCT_7:func.4:4compose304,8991 apply;FUNCT_7:func.5:5apply315,9308 firstdom;FUNCT_7:func.6:6firstdom386,10911 lastrng;FUNCT_7:func.7:7lastrng391,11011 FuncSeq-like;FUNCT_7:attr.1:1FuncSeq-like411,11447 FuncSequence;FUNCT_7:mode.0:1FuncSequence441,12062 FuncSequence;FUNCT_7:mode.1:2FuncSequence467,12766 compose;FUNCT_7:func.8:8compose477,12961 FuncSequence;FUNCT_7:mode.2:3FuncSequence482,13071 iter;FUNCT_7:func.9:9iter514,13881 Swap;FUNCT_7:func.10:10Swap656,17206 followed_by;FUNCT_7:func.11:11followed_by770,20161 followed_by;FUNCT_7:func.12:12followed_by789,20489 followed_by;FUNCT_7:func.13:13followed_by802,20733 followed_by;FUNCT_7:func.14:14followed_by830,21313 +*;FUNCT_7:func.15:15+*843,21608 funct_8.abs, symmetrical;FUNCT_8:attr.1:1symmetrical39,1668 with_symmetrical_domain;FUNCT_8:attr.2:2with_symmetrical_domain57,1979 quasi_even;FUNCT_8:attr.3:3quasi_even75,2316 even;FUNCT_8:attr.4:4even84,2499 is_even_on;FUNCT_8:pred.1:1is_even_on100,2884 quasi_odd;FUNCT_8:attr.5:5quasi_odd109,3039 odd;FUNCT_8:attr.6:6odd118,3222 is_odd_on;FUNCT_8:pred.2:2is_odd_on134,3601 signum;FUNCT_8:func.1:1signum313,8205 funct_9.abs, -periodic;FUNCT_9:attr.1:1-periodic41,1686 periodic;FUNCT_9:attr.2:2periodic49,1875 functor0.abs, ~;FUNCTOR0:func.1:1~96,3140 bifunction;FUNCTOR0:mode.0:1bifunction111,3495 Covariant;FUNCTOR0:attr.1:1Covariant117,3612 Contravariant;FUNCTOR0:attr.2:2Contravariant121,3704 MSUnTrans;FUNCTOR0:mode.1:2MSUnTrans147,4380 MSUnTrans;FUNCTOR0:mode.1:3MSUnTrans158,4783 ~;FUNCTOR0:func.2:2~181,5497 BimapStr;FUNCTOR0:struct.1:1BimapStr206,6371 .;FUNCTOR0:func.3:3.214,6581 one-to-one;FUNCTOR0:attr.4:3one-to-one221,6731 onto;FUNCTOR0:attr.5:4onto225,6815 reflexive;FUNCTOR0:attr.6:5reflexive229,6887 coreflexive;FUNCTOR0:attr.7:6coreflexive233,7002 reflexive;FUNCTOR0:attr.6:7reflexive241,7193 feasible;FUNCTOR0:attr.8:8feasible255,7588 FunctorStr;FUNCTOR0:struct.2:2FunctorStr264,7792 Covariant;FUNCTOR0:attr.10:9Covariant273,8074 Contravariant;FUNCTOR0:attr.11:10Contravariant277,8159 Morph-Map;FUNCTOR0:func.4:4Morph-Map293,8499 Morph-Map;FUNCTOR0:func.5:5Morph-Map309,8875 .;FUNCTOR0:func.6:6.319,9158 Morph-Map;FUNCTOR0:func.7:7Morph-Map329,9375 .;FUNCTOR0:func.8:8.339,9662 -->;FUNCTOR0:func.9:9-->350,9880 feasible;FUNCTOR0:attr.8:11feasible382,10960 feasible;FUNCTOR0:attr.8:12feasible396,11381 id-preserving;FUNCTOR0:attr.12:13id-preserving417,11854 comp-preserving;FUNCTOR0:attr.13:14comp-preserving460,12987 comp-reversing;FUNCTOR0:attr.14:15comp-reversing473,13423 comp-preserving;FUNCTOR0:attr.13:16comp-preserving487,13928 comp-reversing;FUNCTOR0:attr.14:17comp-reversing498,14312 Functor;FUNCTOR0:mode.2:4Functor528,15380 covariant;FUNCTOR0:attr.15:18covariant538,15702 contravariant;FUNCTOR0:attr.16:19contravariant542,15784 incl;FUNCTOR0:func.10:10incl550,15933 id;FUNCTOR0:func.11:11id559,16152 faithful;FUNCTOR0:attr.17:20faithful586,16906 full;FUNCTOR0:attr.18:21full594,17049 full;FUNCTOR0:attr.18:22full605,17393 injective;FUNCTOR0:attr.19:23injective614,17644 surjective;FUNCTOR0:attr.20:24surjective618,17720 bijective;FUNCTOR0:attr.21:25bijective626,17853 id;FUNCTOR0:func.12:12id666,18939 *;FUNCTOR0:func.13:13*679,19262 |;FUNCTOR0:func.14:14|750,21630 ";FUNCTOR0:func.15:15"761,21834 are_isomorphic;FUNCTOR0:pred.1:1are_isomorphic873,25859 are_anti-isomorphic;FUNCTOR0:pred.2:2are_anti-isomorphic878,25994 functor2.abs, is_transformable_to;FUNCTOR2:pred.1:1is_transformable_to56,2160 transformation;FUNCTOR2:mode.1:1transformation73,2633 idt;FUNCTOR2:func.1:1idt81,2891 !;FUNCTOR2:func.2:2!94,3201 `*`;FUNCTOR2:func.3:3`*`107,3518 is_naturally_transformable_to;FUNCTOR2:pred.2:2is_naturally_transformable_to141,4731 natural_transformation;FUNCTOR2:mode.2:2natural_transformation164,5500 idt;FUNCTOR2:func.4:4idt174,5804 `*`;FUNCTOR2:func.5:5`*`182,6110 Funcs;FUNCTOR2:func.6:6Funcs213,7280 Funct;FUNCTOR2:func.7:7Funct223,7550 Functors;FUNCTOR2:func.8:8Functors231,7715 functor3.abs, *;FUNCTOR3:func.1:1*144,5523 *;FUNCTOR3:func.2:2*151,5767 *;FUNCTOR3:func.3:3*158,6007 *;FUNCTOR3:func.4:4*165,6251 *;FUNCTOR3:func.5:5*189,7081 *;FUNCTOR3:func.6:6*204,7521 (#);FUNCTOR3:func.7:7(#)249,8753 are_naturally_equivalent;FUNCTOR3:pred.1:1are_naturally_equivalent314,11051 natural_equivalence;FUNCTOR3:mode.1:1natural_equivalence326,11422 ";FUNCTOR3:func.8:8"361,12627 idt;FUNCTOR3:func.9:9idt379,13093 fuzzy_1.abs, Membership_Func;FUZZY_1:mode.0:1Membership_Func51,1738 is_less_than;FUZZY_1:pred.1:1is_less_than67,2055 c=;FUZZY_1:pred.1:2c=77,2261 is_less_than;FUZZY_1:pred.2:3is_less_than83,2378 min;FUZZY_1:func.1:1min105,2743 max;FUZZY_1:func.2:2max116,2971 1_minus;FUZZY_1:func.3:31_minus127,3197 EMF;FUZZY_1:func.4:4EMF166,4093 UMF;FUZZY_1:func.5:5UMF173,4211 \+\;FUZZY_1:func.6:6\+\271,6462 ab_difMF;FUZZY_1:func.7:7ab_difMF299,7066 fuzzy_2.abs, \;FUZZY_2:func.1:1\46,1821 *;FUZZY_2:func.2:2*131,3404 ++;FUZZY_2:func.3:3++141,3611 RMembership_Func;FUZZY_2:mode.0:1RMembership_Func234,5544 Zmf;FUZZY_2:func.4:4Zmf241,5701 Umf;FUZZY_2:func.5:5Umf244,5793 fuzzy_4.abs, .;FUZZY_4:func.1:1.59,2264 converse;FUZZY_4:func.0:2converse73,2556 converse;FUZZY_4:func.2:3converse79,2670 min;FUZZY_4:func.3:4min129,3998 (#);FUZZY_4:func.4:5(#)139,4258 Imf;FUZZY_4:func.5:6Imf182,5635 fvaluat1.abs, ext-integer;FVALUAT1:attr.1:1ext-integer74,2873 ExtInt;FVALUAT1:mode.0:1ExtInt97,3384 least-positive;FVALUAT1:func.1:1least-positive112,3647 e.i.-valued;FVALUAT1:attr.2:2e.i.-valued120,3819 |^;FVALUAT1:func.2:2|^151,4440 |^;FVALUAT1:func.3:3|^182,5080 |^;FVALUAT1:func.3:4|^192,5289 having_valuation;FVALUAT1:attr.3:3having_valuation211,5716 Valuation;FVALUAT1:mode.1:2Valuation224,6152 Pgenerator;FVALUAT1:func.4:5Pgenerator302,8340 normal-valuation;FVALUAT1:func.5:6normal-valuation312,8509 NonNegElements;FVALUAT1:func.6:7NonNegElements360,9796 ValuatRing;FVALUAT1:func.7:8ValuatRing387,10487 PosElements;FVALUAT1:func.8:9PosElements443,12100 vp;FVALUAT1:func.8:10vp450,12238 min;FVALUAT1:func.9:11min469,12631 Submodule;FVALUAT1:mode.2:3Submodule500,13497 scalar-linear;FVALUAT1:attr.4:4scalar-linear524,14135 fvsum_1.abs, multfield;FVSUM_1:func.1:1multfield97,3418 diffield;FVSUM_1:func.2:2diffield105,3589 +;FVSUM_1:func.3:3+147,4826 +;FVSUM_1:func.4:4+162,5273 -;FVSUM_1:func.5:5-186,6086 -;FVSUM_1:func.6:6-203,6497 -;FVSUM_1:func.7:7-246,7775 -;FVSUM_1:func.8:8-264,8249 *;FVSUM_1:func.9:9*337,10167 *;FVSUM_1:func.10:10*350,10466 mlt;FVSUM_1:func.11:11mlt393,11793 mlt;FVSUM_1:func.12:12mlt412,12285 Sum;FVSUM_1:func.0:13Sum475,13926 "*";FVSUM_1:func.13:14"*"559,16277 gate_1.abs, NOT1;GATE_1:func.1:1NOT127,876 AND2;GATE_1:func.2:2AND256,1356 OR2;GATE_1:func.3:3OR279,1755 XOR2;GATE_1:func.4:4XOR2102,2154 EQV2;GATE_1:func.5:5EQV2140,2916 NAND2;GATE_1:func.6:6NAND2171,3489 NOR2;GATE_1:func.7:7NOR2194,3907 AND3;GATE_1:func.8:8AND3217,4324 OR3;GATE_1:func.9:9OR3242,4821 XOR3;GATE_1:func.10:10XOR3267,5324 MAJ3;GATE_1:func.11:11MAJ3308,6390 NAND3;GATE_1:func.12:12NAND3336,7074 NOR3;GATE_1:func.13:13NOR3349,7352 AND4;GATE_1:func.14:14AND4362,7634 OR4;GATE_1:func.15:15OR4375,7938 NAND4;GATE_1:func.16:16NAND4388,8246 NOR4;GATE_1:func.17:17NOR4401,8564 AND5;GATE_1:func.18:18AND5414,8888 OR5;GATE_1:func.19:19OR5427,9232 NAND5;GATE_1:func.20:20NAND5440,9582 NOR5;GATE_1:func.21:21NOR5453,9940 AND6;GATE_1:func.22:22AND6466,10304 OR6;GATE_1:func.23:23OR6480,10688 NAND6;GATE_1:func.24:24NAND6494,11080 NOR6;GATE_1:func.25:25NOR6508,11478 AND7;GATE_1:func.26:26AND7522,11886 OR7;GATE_1:func.27:27OR7537,12314 NAND7;GATE_1:func.28:28NAND7552,12750 NOR7;GATE_1:func.29:29NOR7567,13192 AND8;GATE_1:func.30:30AND8582,13644 OR8;GATE_1:func.31:31OR8597,14108 NAND8;GATE_1:func.32:32NAND8612,14586 NOR8;GATE_1:func.33:33NOR8627,15068 MODADD2;GATE_1:func.34:34MODADD2660,16539 ADD1;GATE_1:func.10:35ADD1676,16932 CARR1;GATE_1:func.11:36CARR1677,16971 ADD2;GATE_1:func.35:37ADD2685,17118 CARR2;GATE_1:func.36:38CARR2692,17244 ADD3;GATE_1:func.37:39ADD3701,17438 CARR3;GATE_1:func.38:40CARR3708,17582 ADD4;GATE_1:func.39:41ADD4717,17794 CARR4;GATE_1:func.40:42CARR4725,17959 gate_5.abs, MULT210;GATE_5:func.1:1MULT21029,951 MULT211;GATE_5:func.2:2MULT21132,1024 MULT212;GATE_5:func.3:3MULT21235,1118 MULT213;GATE_5:func.4:4MULT21339,1230 MULT310;GATE_5:func.5:5MULT31074,2620 MULT311;GATE_5:func.6:6MULT31177,2696 MULT312;GATE_5:func.7:7MULT31280,2793 MULT313;GATE_5:func.8:8MULT31384,2917 MULT314;GATE_5:func.9:9MULT31488,3059 MULT321;GATE_5:func.10:10MULT32199,3335 MULT322;GATE_5:func.11:11MULT322103,3451 MULT323;GATE_5:func.12:12MULT323107,3604 MULT324;GATE_5:func.13:13MULT324112,3795 CLAADD1;GATE_5:func.0:14CLAADD1186,7973 CLACARR1;GATE_5:func.0:15CLACARR1187,8019 CLAADD2;GATE_5:func.14:16CLAADD2195,8170 CLACARR2;GATE_5:func.15:17CLACARR2198,8260 CLAADD3;GATE_5:func.16:18CLAADD3208,8485 CLACARR3;GATE_5:func.17:19CLACARR3212,8594 CLAADD4;GATE_5:func.18:20CLAADD4222,8872 CLACARR4;GATE_5:func.19:21CLACARR4226,8993 gcd_1.abs, divides;GCD_1:pred.1:1divides73,2336 divides;GCD_1:pred.2:2divides82,2508 unital;GCD_1:attr.1:1unital89,2628 is_associated_to;GCD_1:pred.3:3is_associated_to98,2764 is_not_associated_to;GCD_1:pred.3:4is_not_associated_to108,2931 is_associated_to;GCD_1:pred.4:5is_associated_to114,3082 /;GCD_1:func.1:1/125,3264 Class;GCD_1:func.2:2Class212,5952 Classes;GCD_1:func.3:3Classes230,6397 Am;GCD_1:mode.1:1Am248,6846 AmpleSet;GCD_1:mode.2:2AmpleSet258,7144 NF;GCD_1:func.4:4NF284,7957 multiplicative;GCD_1:attr.2:2multiplicative302,8403 gcd-like;GCD_1:attr.3:3gcd-like318,8760 gcdDomain;GCD_1:mode.0:3gcdDomain353,9687 gcd;GCD_1:func.5:5gcd360,9902 are_canonical_wrt;GCD_1:pred.5:6are_canonical_wrt449,12680 are_co-prime;GCD_1:pred.6:7are_co-prime462,13018 are_co-prime;GCD_1:pred.7:8are_co-prime471,13184 are_normalized_wrt;GCD_1:pred.8:9are_normalized_wrt483,13502 add1;GCD_1:func.6:6add1500,13819 add2;GCD_1:func.7:7add2519,14399 mult1;GCD_1:func.8:8mult1544,15349 mult2;GCD_1:func.9:9mult2562,15840 genealg1.abs, Gene-Set;GENEALG1:mode.0:1Gene-Set44,1615 GA-Space;GENEALG1:func.0:1GA-Space49,1703 Individual;GENEALG1:mode.1:2Individual59,1867 crossover;GENEALG1:func.1:2crossover69,2133 crossover;GENEALG1:func.2:3crossover76,2312 crossover;GENEALG1:func.3:4crossover84,2540 crossover;GENEALG1:func.4:5crossover92,2780 crossover;GENEALG1:func.5:6crossover99,3029 crossover;GENEALG1:func.6:7crossover106,3290 crossover;GENEALG1:func.7:8crossover121,3699 crossover;GENEALG1:func.8:9crossover137,4056 crossover;GENEALG1:func.9:10crossover168,4840 crossover;GENEALG1:func.10:11crossover227,6653 crossover;GENEALG1:func.11:12crossover313,10898 crossover;GENEALG1:func.12:13crossover424,16860 geomtrap.abs, '||';GEOMTRAP:pred.1:1'||'41,1553 #;GEOMTRAP:func.1:1#66,2216 are_DTr_wrt;GEOMTRAP:pred.2:2are_DTr_wrt107,2873 pr1;GEOMTRAP:func.2:2pr1167,4563 pr2;GEOMTRAP:func.3:3pr2176,4687 PProJ;GEOMTRAP:func.4:4PProJ184,4794 DTrapezium;GEOMTRAP:func.5:5DTrapezium256,7485 MidPoint;GEOMTRAP:func.6:6MidPoint269,7796 AfMidStruct;GEOMTRAP:struct.1:1AfMidStruct276,7919 DTrSpace;GEOMTRAP:func.7:7DTrSpace286,8163 Af;GEOMTRAP:func.8:8Af299,8418 #;GEOMTRAP:func.9:9#313,8704 MidOrdTrapSpace-like;GEOMTRAP:attr.2:1MidOrdTrapSpace-like333,9205 MidOrdTrapSpace;GEOMTRAP:mode.0:1MidOrdTrapSpace353,10063 OrdTrapSpace-like;GEOMTRAP:attr.3:2OrdTrapSpace-like361,10263 OrdTrapSpace;GEOMTRAP:mode.0:2OrdTrapSpace376,10723 TrapSpace-like;GEOMTRAP:attr.4:3TrapSpace-like397,11269 TrapSpace;GEOMTRAP:mode.0:3TrapSpace410,11700 Regular;GEOMTRAP:attr.5:4Regular420,11897 gfacirc1.abs, inv1;GFACIRC1:func.1:1inv162,2688 buf1;GFACIRC1:func.2:2buf173,2995 and2c;GFACIRC1:func.3:3and2c87,3365 xor2c;GFACIRC1:func.4:4xor2c99,3766 GFA0CarryIStr;GFACIRC1:func.5:5GFA0CarryIStr160,6329 GFA0CarryICirc;GFACIRC1:func.6:6GFA0CarryICirc169,6594 GFA0CarryStr;GFACIRC1:func.7:7GFA0CarryStr178,6828 GFA0CarryCirc;GFACIRC1:func.8:8GFA0CarryCirc187,7099 GFA0CarryOutput;GFACIRC1:func.9:9GFA0CarryOutput196,7345 GFA0AdderStr;GFACIRC1:func.10:10GFA0AdderStr296,11497 GFA0AdderCirc;GFACIRC1:func.11:11GFA0AdderCirc304,11700 GFA0AdderOutput;GFACIRC1:func.12:12GFA0AdderOutput312,11883 BitGFA0Str;GFACIRC1:func.13:13BitGFA0Str377,14539 BitGFA0Circ;GFACIRC1:func.14:14BitGFA0Circ386,14759 BitGFA0CarryOutput;GFACIRC1:func.15:15BitGFA0CarryOutput453,17491 BitGFA0AdderOutput;GFACIRC1:func.16:16BitGFA0AdderOutput461,17693 GFA1CarryIStr;GFACIRC1:func.17:17GFA1CarryIStr511,20042 GFA1CarryICirc;GFACIRC1:func.18:18GFA1CarryICirc520,20310 GFA1CarryStr;GFACIRC1:func.19:19GFA1CarryStr529,20547 GFA1CarryCirc;GFACIRC1:func.20:20GFA1CarryCirc538,20821 GFA1CarryOutput;GFACIRC1:func.21:21GFA1CarryOutput547,21070 GFA1AdderStr;GFACIRC1:func.22:22GFA1AdderStr647,25287 GFA1AdderCirc;GFACIRC1:func.23:23GFA1AdderCirc655,25491 GFA1AdderOutput;GFACIRC1:func.24:24GFA1AdderOutput663,25675 BitGFA1Str;GFACIRC1:func.25:25BitGFA1Str734,28645 BitGFA1Circ;GFACIRC1:func.26:26BitGFA1Circ743,28865 BitGFA1CarryOutput;GFACIRC1:func.27:27BitGFA1CarryOutput810,31619 BitGFA1AdderOutput;GFACIRC1:func.28:28BitGFA1AdderOutput818,31823 GFA2CarryIStr;GFACIRC1:func.29:29GFA2CarryIStr869,34217 GFA2CarryICirc;GFACIRC1:func.30:30GFA2CarryICirc878,34486 GFA2CarryStr;GFACIRC1:func.31:31GFA2CarryStr887,34724 GFA2CarryCirc;GFACIRC1:func.32:32GFA2CarryCirc896,35000 GFA2CarryOutput;GFACIRC1:func.33:33GFA2CarryOutput905,35251 GFA2AdderStr;GFACIRC1:func.34:34GFA2AdderStr1010,39543 GFA2AdderCirc;GFACIRC1:func.35:35GFA2AdderCirc1018,39747 GFA2AdderOutput;GFACIRC1:func.36:36GFA2AdderOutput1026,39931 BitGFA2Str;GFACIRC1:func.37:37BitGFA2Str1097,42927 BitGFA2Circ;GFACIRC1:func.38:38BitGFA2Circ1106,43147 BitGFA2CarryOutput;GFACIRC1:func.39:39BitGFA2CarryOutput1173,45912 BitGFA2AdderOutput;GFACIRC1:func.40:40BitGFA2AdderOutput1181,46118 GFA3CarryIStr;GFACIRC1:func.41:41GFA3CarryIStr1232,48533 GFA3CarryICirc;GFACIRC1:func.42:42GFA3CarryICirc1241,48802 GFA3CarryStr;GFACIRC1:func.43:43GFA3CarryStr1250,49040 GFA3CarryCirc;GFACIRC1:func.44:44GFA3CarryCirc1259,49316 GFA3CarryOutput;GFACIRC1:func.45:45GFA3CarryOutput1268,49567 GFA3AdderStr;GFACIRC1:func.46:46GFA3AdderStr1373,53909 GFA3AdderCirc;GFACIRC1:func.47:47GFA3AdderCirc1381,54112 GFA3AdderOutput;GFACIRC1:func.48:48GFA3AdderOutput1389,54295 BitGFA3Str;GFACIRC1:func.49:49BitGFA3Str1459,57263 BitGFA3Circ;GFACIRC1:func.50:50BitGFA3Circ1468,57483 BitGFA3CarryOutput;GFACIRC1:func.51:51BitGFA3CarryOutput1535,60242 BitGFA3AdderOutput;GFACIRC1:func.52:52BitGFA3AdderOutput1543,60448 gfacirc2.abs, -BitGFA0Str;GFACIRC2:func.1:1-BitGFA0Str64,3124 -BitGFA0Circ;GFACIRC2:func.2:2-BitGFA0Circ82,3719 -BitGFA0CarryOutput;GFACIRC2:func.3:3-BitGFA0CarryOutput103,4487 -BitGFA0AdderOutput;GFACIRC2:func.4:4-BitGFA0AdderOutput220,9258 -BitGFA1Str;GFACIRC2:func.5:5-BitGFA1Str303,12474 -BitGFA1Circ;GFACIRC2:func.6:6-BitGFA1Circ321,13067 -BitGFA1CarryOutput;GFACIRC2:func.7:7-BitGFA1CarryOutput342,13832 -BitGFA1AdderOutput;GFACIRC2:func.8:8-BitGFA1AdderOutput460,18601 glib_000.abs, GraphStruct;GLIB_000:mode.0:1GraphStruct38,1545 VertexSelector;GLIB_000:func.1:1VertexSelector43,1614 EdgeSelector;GLIB_000:func.2:2EdgeSelector46,1684 SourceSelector;GLIB_000:func.3:3SourceSelector49,1752 TargetSelector;GLIB_000:func.4:4TargetSelector52,1822 _GraphSelectors;GLIB_000:func.5:5_GraphSelectors58,1909 the_Vertices_of;GLIB_000:func.6:6the_Vertices_of66,2093 the_Edges_of;GLIB_000:func.7:7the_Edges_of69,2163 the_Source_of;GLIB_000:func.8:8the_Source_of72,2228 the_Target_of;GLIB_000:func.9:9the_Target_of75,2296 [Graph-like];GLIB_000:attr.1:1[Graph-like]82,2405 _Graph;GLIB_000:mode.0:2_Graph97,2812 the_Source_of;GLIB_000:func.10:10the_Source_of107,2971 the_Target_of;GLIB_000:func.11:11the_Target_of109,3054 createGraph;GLIB_000:func.12:12createGraph115,3213 .set;GLIB_000:func.13:13.set122,3358 Joins;GLIB_000:pred.1:1Joins134,3571 DJoins;GLIB_000:pred.2:2DJoins144,3804 SJoins;GLIB_000:pred.3:3SJoins152,3977 DSJoins;GLIB_000:pred.4:4DSJoins158,4164 finite;GLIB_000:attr.2:2finite166,4326 loopless;GLIB_000:attr.3:3loopless170,4429 trivial;GLIB_000:attr.4:4trivial175,4567 non-multi;GLIB_000:attr.5:5non-multi179,4643 non-Dmulti;GLIB_000:attr.6:6non-Dmulti184,4780 simple;GLIB_000:attr.7:7simple193,4956 Dsimple;GLIB_000:attr.8:8Dsimple197,5035 .order();GLIB_000:func.14:14.order()246,6211 .order();GLIB_000:func.15:15.order()253,6335 .size();GLIB_000:func.16:16.size()258,6426 .size();GLIB_000:func.17:17.size()265,6546 .edgesInto;GLIB_000:func.18:18.edgesInto270,6636 .edgesOutOf;GLIB_000:func.19:19.edgesOutOf275,6798 .edgesInOut;GLIB_000:func.20:20.edgesInOut284,7007 .edgesBetween;GLIB_000:func.21:21.edgesBetween288,7124 .edgesBetween;GLIB_000:func.22:22.edgesBetween296,7290 .edgesDBetween;GLIB_000:func.23:23.edgesDBetween300,7423 Subgraph;GLIB_000:mode.1:3Subgraph326,8250 the_Vertices_of;GLIB_000:func.24:24the_Vertices_of337,8592 the_Edges_of;GLIB_000:func.25:25the_Edges_of338,8670 spanning;GLIB_000:attr.9:9spanning368,9221 ==;GLIB_000:pred.5:5==381,9429 !=;GLIB_000:pred.5:6!=393,9695 c=;GLIB_000:pred.6:7c=398,9768 c<;GLIB_000:pred.7:8c<407,9889 inducedSubgraph;GLIB_000:mode.2:4inducedSubgraph416,10020 inducedSubgraph;GLIB_000:mode.0:5inducedSubgraph426,10284 removeVertex;GLIB_000:mode.0:6removeVertex463,11264 removeVertices;GLIB_000:mode.0:7removeVertices468,11387 removeEdge;GLIB_000:mode.0:8removeEdge473,11510 removeEdges;GLIB_000:mode.0:9removeEdges479,11651 Vertex;GLIB_000:mode.0:10Vertex495,11968 .edgesIn();GLIB_000:func.26:26.edgesIn()500,12074 .edgesOut();GLIB_000:func.27:27.edgesOut()503,12169 .edgesInOut();GLIB_000:func.28:28.edgesInOut()506,12266 .adj;GLIB_000:func.29:29.adj513,12429 .inDegree();GLIB_000:func.30:30.inDegree()524,12731 .outDegree();GLIB_000:func.31:31.outDegree()527,12809 .inDegree();GLIB_000:func.32:32.inDegree()534,12950 .outDegree();GLIB_000:func.33:33.outDegree()535,12998 .degree();GLIB_000:func.34:34.degree()540,13101 .degree();GLIB_000:func.35:35.degree()547,13251 .inNeighbors();GLIB_000:func.36:36.inNeighbors()555,13411 .outNeighbors();GLIB_000:func.37:37.outNeighbors()559,13528 .allNeighbors();GLIB_000:func.38:38.allNeighbors()567,13701 isolated;GLIB_000:attr.10:10isolated575,13880 isolated;GLIB_000:attr.10:11isolated583,14011 endvertex;GLIB_000:attr.11:12endvertex590,14138 endvertex;GLIB_000:attr.11:13endvertex598,14309 Graph-yielding;GLIB_000:attr.12:14Graph-yielding605,14433 halting;GLIB_000:attr.13:15halting609,14525 .Lifespan();GLIB_000:func.39:39.Lifespan()617,14656 .Result();GLIB_000:func.40:40.Result()625,14872 GraphSeq;GLIB_000:mode.0:11GraphSeq635,15030 finite;GLIB_000:attr.14:16finite656,15404 loopless;GLIB_000:attr.15:17loopless660,15492 trivial;GLIB_000:attr.16:18trivial664,15584 non-trivial;GLIB_000:attr.17:19non-trivial668,15674 non-multi;GLIB_000:attr.18:20non-multi672,15772 non-Dmulti;GLIB_000:attr.19:21non-Dmulti676,15866 simple;GLIB_000:attr.20:22simple680,15962 Dsimple;GLIB_000:attr.21:23Dsimple684,16050 halting;GLIB_000:attr.13:24halting692,16180 glib_001.abs, VertexSeq;GLIB_001:mode.1:1VertexSeq61,2336 EdgeSeq;GLIB_001:mode.2:2EdgeSeq71,2565 Walk;GLIB_001:mode.3:3Walk81,2842 .walkOf;GLIB_001:func.1:1.walkOf95,3214 .walkOf;GLIB_001:func.2:2.walkOf102,3330 .first();GLIB_001:func.3:3.first()111,3521 .last();GLIB_001:func.4:4.last()114,3585 .vertexAt;GLIB_001:func.5:5.vertexAt121,3716 .reverse();GLIB_001:func.6:6.reverse()130,3884 .append;GLIB_001:func.7:7.append138,4024 .cut;GLIB_001:func.8:8.cut147,4207 .remove;GLIB_001:func.9:9.remove156,4415 .addEdge;GLIB_001:func.10:10.addEdge165,4646 .vertexSeq();GLIB_001:func.11:11.vertexSeq()173,4812 .edgeSeq();GLIB_001:func.12:12.edgeSeq()182,5024 .vertices();GLIB_001:func.13:13.vertices()191,5224 .edges();GLIB_001:func.14:14.edges()199,5384 .length();GLIB_001:func.15:15.length()206,5533 .find;GLIB_001:func.16:16.find213,5676 .find;GLIB_001:func.17:17.find223,5944 .rfind;GLIB_001:func.18:18.rfind233,6211 .rfind;GLIB_001:func.19:19.rfind243,6492 is_Walk_from;GLIB_001:pred.1:1is_Walk_from253,6774 closed;GLIB_001:attr.1:1closed261,6910 directed;GLIB_001:attr.2:2directed265,6979 trivial;GLIB_001:attr.3:3trivial270,7115 Trail-like;GLIB_001:attr.4:4Trail-like274,7179 open;GLIB_001:attr.1:5open282,7307 Path-like;GLIB_001:attr.5:6Path-like287,7396 vertex-distinct;GLIB_001:attr.6:7vertex-distinct296,7615 Circuit-like;GLIB_001:attr.7:8Circuit-like305,7810 Cycle-like;GLIB_001:attr.8:9Cycle-like309,7913 Trail;GLIB_001:mode.0:4Trail337,8593 Path;GLIB_001:mode.0:5Path338,8636 DWalk;GLIB_001:mode.0:6DWalk343,8713 DTrail;GLIB_001:mode.0:7DTrail344,8754 DPath;GLIB_001:mode.0:8DPath345,8797 Subwalk;GLIB_001:mode.4:9Subwalk450,11022 .remove;GLIB_001:func.20:20.remove459,11266 Trail;GLIB_001:mode.0:10Trail469,11468 Path;GLIB_001:mode.0:11Path470,11514 DWalk;GLIB_001:mode.0:12DWalk480,11700 DTrail;GLIB_001:mode.0:13DTrail481,11744 DPath;GLIB_001:mode.0:14DPath482,11787 .allWalks();GLIB_001:func.21:21.allWalks()487,11864 .allTrails();GLIB_001:func.22:22.allTrails()495,12059 .allPaths();GLIB_001:func.23:23.allPaths()503,12229 .allDWalks();GLIB_001:func.24:24.allDWalks()511,12398 .allDTrails();GLIB_001:func.25:25.allDTrails()519,12568 .allDPaths();GLIB_001:func.26:26.allDPaths()527,12741 Element;GLIB_001:mode.5:15Element540,13040 Element;GLIB_001:mode.6:16Element545,13159 Element;GLIB_001:mode.7:17Element550,13278 Element;GLIB_001:mode.8:18Element555,13397 Element;GLIB_001:mode.9:19Element560,13518 Element;GLIB_001:mode.10:20Element565,13639 glib_002.abs, connected;GLIB_002:attr.1:1connected36,1507 acyclic;GLIB_002:attr.2:2acyclic44,1668 Tree-like;GLIB_002:attr.3:3Tree-like52,1796 is_DTree_rooted_at;GLIB_002:pred.1:1is_DTree_rooted_at85,2370 .reachableFrom;GLIB_002:func.1:1.reachableFrom109,2870 .reachableDFrom;GLIB_002:func.2:2.reachableDFrom118,3097 Component-like;GLIB_002:attr.4:4Component-like128,3334 Component;GLIB_002:mode.0:1Component151,3803 .componentSet();GLIB_002:func.3:3.componentSet()156,3894 .numComponents();GLIB_002:func.4:4.numComponents()170,4244 .numComponents();GLIB_002:func.5:5.numComponents()177,4374 cut-vertex;GLIB_002:attr.5:5cut-vertex182,4491 cut-vertex;GLIB_002:attr.5:6cut-vertex191,4686 connected;GLIB_002:attr.6:7connected215,5223 acyclic;GLIB_002:attr.7:8acyclic219,5317 Tree-like;GLIB_002:attr.8:9Tree-like223,5407 glib_003.abs, Seq;GLIB_003:func.1:1Seq39,1798 WeightSelector;GLIB_003:func.2:2WeightSelector56,2371 ELabelSelector;GLIB_003:func.3:3ELabelSelector59,2441 VLabelSelector;GLIB_003:func.4:4VLabelSelector62,2511 [Weighted];GLIB_003:attr.1:1[Weighted]69,2622 [ELabeled];GLIB_003:attr.2:2[ELabeled]74,2753 [VLabeled];GLIB_003:attr.3:3[VLabeled]79,2902 WGraph;GLIB_003:mode.0:1WGraph91,3163 EGraph;GLIB_003:mode.0:2EGraph92,3199 VGraph;GLIB_003:mode.0:3VGraph93,3235 WEGraph;GLIB_003:mode.0:4WEGraph94,3271 WVGraph;GLIB_003:mode.0:5WVGraph95,3319 EVGraph;GLIB_003:mode.0:6EVGraph96,3367 WEVGraph;GLIB_003:mode.0:7WEVGraph97,3415 the_Weight_of;GLIB_003:func.5:5the_Weight_of102,3511 the_ELabel_of;GLIB_003:func.6:6the_ELabel_of110,3653 the_VLabel_of;GLIB_003:func.7:7the_VLabel_of117,3769 weight-inheriting;GLIB_003:attr.4:4weight-inheriting246,7222 elabel-inheriting;GLIB_003:attr.5:5elabel-inheriting254,7405 vlabel-inheriting;GLIB_003:attr.6:6vlabel-inheriting262,7588 WSubgraph;GLIB_003:mode.0:8WSubgraph312,8580 ESubgraph;GLIB_003:mode.0:9ESubgraph317,8685 VSubgraph;GLIB_003:mode.0:10VSubgraph322,8790 WESubgraph;GLIB_003:mode.0:11WESubgraph327,8896 WVSubgraph;GLIB_003:mode.0:12WVSubgraph333,9036 EVSubgraph;GLIB_003:mode.0:13EVSubgraph339,9176 WEVSubgraph;GLIB_003:mode.0:14WEVSubgraph345,9317 inducedWSubgraph;GLIB_003:mode.0:15inducedWSubgraph395,10620 inducedESubgraph;GLIB_003:mode.0:16inducedESubgraph401,10763 inducedVSubgraph;GLIB_003:mode.0:17inducedVSubgraph407,10906 inducedWESubgraph;GLIB_003:mode.0:18inducedWESubgraph413,11050 inducedWVSubgraph;GLIB_003:mode.0:19inducedWVSubgraph419,11224 inducedEVSubgraph;GLIB_003:mode.0:20inducedEVSubgraph425,11398 inducedWEVSubgraph;GLIB_003:mode.0:21inducedWEVSubgraph431,11573 inducedWSubgraph;GLIB_003:mode.0:22inducedWSubgraph437,11770 inducedESubgraph;GLIB_003:mode.0:23inducedESubgraph442,11893 inducedVSubgraph;GLIB_003:mode.0:24inducedVSubgraph447,12016 inducedWESubgraph;GLIB_003:mode.0:25inducedWESubgraph452,12140 inducedWVSubgraph;GLIB_003:mode.0:26inducedWVSubgraph457,12266 inducedEVSubgraph;GLIB_003:mode.0:27inducedEVSubgraph462,12392 inducedWEVSubgraph;GLIB_003:mode.0:28inducedWEVSubgraph467,12519 real-weighted;GLIB_003:attr.7:7real-weighted473,12641 nonnegative-weighted;GLIB_003:attr.8:8nonnegative-weighted481,12763 real-elabeled;GLIB_003:attr.9:9real-elabeled493,12971 real-vlabeled;GLIB_003:attr.10:10real-vlabeled501,13093 real-WEV;GLIB_003:attr.11:11real-WEV509,13217 .weightSeq();GLIB_003:func.8:8.weightSeq()623,16048 .weightSeq();GLIB_003:func.9:9.weightSeq()633,16298 .cost();GLIB_003:func.10:10.cost()638,16418 .labeledE();GLIB_003:func.11:11.labeledE()645,16527 .labelEdge;GLIB_003:func.12:12.labelEdge652,16672 .labelVertex;GLIB_003:func.13:13.labelVertex731,18318 .labeledV();GLIB_003:func.14:14.labeledV()740,18511 [Weighted];GLIB_003:attr.12:12[Weighted]837,20535 [ELabeled];GLIB_003:attr.13:13[ELabeled]841,20631 [VLabeled];GLIB_003:attr.14:14[VLabeled]845,20727 WGraphSeq;GLIB_003:mode.0:29WGraphSeq856,20916 EGraphSeq;GLIB_003:mode.0:30EGraphSeq857,20957 VGraphSeq;GLIB_003:mode.0:31VGraphSeq858,20998 WEGraphSeq;GLIB_003:mode.0:32WEGraphSeq859,21039 WVGraphSeq;GLIB_003:mode.0:33WVGraphSeq860,21092 EVGraphSeq;GLIB_003:mode.0:34EVGraphSeq861,21145 WEVGraphSeq;GLIB_003:mode.0:35WEVGraphSeq862,21198 real-weighted;GLIB_003:attr.15:15real-weighted882,21586 nonnegative-weighted;GLIB_003:attr.16:16nonnegative-weighted886,21688 real-elabeled;GLIB_003:attr.17:17real-elabeled894,21845 real-vlabeled;GLIB_003:attr.18:18real-vlabeled902,21988 real-WEV;GLIB_003:attr.19:19real-WEV910,22133 glib_004.abs, is_mincost_DTree_rooted_at;GLIB_004:pred.1:1is_mincost_DTree_rooted_at78,3232 is_mincost_DPath_from;GLIB_004:pred.2:2is_mincost_DPath_from88,3557 .min_DPath_cost;GLIB_004:func.1:1.min_DPath_cost97,3787 WGraphSelectors;GLIB_004:func.2:2WGraphSelectors106,4006 .allWSubgraphs();GLIB_004:func.3:3.allWSubgraphs()119,4303 Element;GLIB_004:mode.1:1Element133,4637 .cost();GLIB_004:func.4:4.cost()138,4742 DIJK:Labeling;GLIB_004:mode.0:2DIJK:Labeling174,6091 `1;GLIB_004:func.5:5`1181,6299 DIJK:NextBestEdges;GLIB_004:func.6:6DIJK:NextBestEdges192,6543 DIJK:Step;GLIB_004:func.7:7DIJK:Step204,6990 DIJK:Init;GLIB_004:func.8:8DIJK:Init216,7394 DIJK:LabelingSeq;GLIB_004:mode.2:3DIJK:LabelingSeq223,7533 .;GLIB_004:func.9:9.231,7754 DIJK:CompSeq;GLIB_004:func.10:10DIJK:CompSeq236,7867 DIJK:SSSP;GLIB_004:func.11:11DIJK:SSSP244,8089 PRIM:Labeling;GLIB_004:mode.0:4PRIM:Labeling325,11078 PRIM:NextBestEdges;GLIB_004:func.12:12PRIM:NextBestEdges337,11371 PRIM:Init;GLIB_004:func.13:13PRIM:Init348,11703 PRIM:Step;GLIB_004:func.14:14PRIM:Step356,11889 PRIM:LabelingSeq;GLIB_004:mode.3:5PRIM:LabelingSeq369,12352 .;GLIB_004:func.15:15.377,12573 PRIM:CompSeq;GLIB_004:func.16:16PRIM:CompSeq382,12666 PRIM:MST;GLIB_004:func.17:17PRIM:MST390,12865 min-cost;GLIB_004:attr.1:1min-cost470,15682 minimumSpanningTree;GLIB_004:mode.0:6minimumSpanningTree483,16006 glib_005.abs, natural-weighted;GLIB_005:attr.1:1natural-weighted42,1908 FF:ELabeling;GLIB_005:mode.0:1FF:ELabeling63,2300 has_valid_flow_from;GLIB_005:pred.1:1has_valid_flow_from72,2582 .flow;GLIB_005:func.1:1.flow84,3002 has_maximum_flow_from;GLIB_005:pred.2:2has_maximum_flow_from93,3249 AP:VLabeling;GLIB_005:mode.1:2AP:VLabeling103,3544 is_forward_edge_wrt;GLIB_005:pred.3:3is_forward_edge_wrt116,3839 is_backward_edge_wrt;GLIB_005:pred.4:4is_backward_edge_wrt128,4145 is_augmenting_wrt;GLIB_005:pred.5:5is_augmenting_wrt139,4441 AP:NextBestEdges;GLIB_005:func.2:2AP:NextBestEdges167,5487 AP:Step;GLIB_005:func.3:3AP:Step178,5770 AP:VLabelingSeq;GLIB_005:mode.2:3AP:VLabelingSeq190,6221 .;GLIB_005:func.4:4.199,6460 AP:CompSeq;GLIB_005:func.5:5AP:CompSeq205,6608 AP:FindAugPath;GLIB_005:func.6:6AP:FindAugPath223,7232 AP:GetAugPath;GLIB_005:func.7:7AP:GetAugPath242,7872 .flowSeq;GLIB_005:func.8:8.flowSeq273,9100 .tolerance;GLIB_005:func.9:9.tolerance286,9542 FF:PushFlow;GLIB_005:func.10:10FF:PushFlow298,9865 FF:Step;GLIB_005:func.11:11FF:Step311,10363 FF:ELabelingSeq;GLIB_005:mode.3:4FF:ELabelingSeq320,10585 FF:CompSeq;GLIB_005:func.12:12FF:CompSeq343,11163 FF:MaxFlow;GLIB_005:func.13:13FF:MaxFlow353,11431 goboard1.abs, X_axis;GOBOARD1:func.1:1X_axis45,1776 Y_axis;GOBOARD1:func.2:2Y_axis49,1904 empty-yielding;GOBOARD1:attr.1:1empty-yielding69,2351 X_equal-in-line;GOBOARD1:attr.2:2X_equal-in-line77,2490 Y_equal-in-column;GOBOARD1:attr.3:3Y_equal-in-column81,2603 Y_increasing-in-line;GOBOARD1:attr.4:4Y_increasing-in-line85,2722 X_increasing-in-column;GOBOARD1:attr.5:5X_increasing-in-column89,2842 Go-board;GOBOARD1:mode.0:1Go-board115,3563 DelCol;GOBOARD1:func.3:3DelCol141,4259 is_sequence_on;GOBOARD1:pred.1:1is_sequence_on203,6350 goboard2.abs, GoB;GOBOARD2:func.1:1GoB100,3528 GoB;GOBOARD2:func.2:2GoB120,4054 goboard4.abs, lies_between;GOBOARD4:pred.1:1lies_between60,2553 lies_between;GOBOARD4:pred.1:2lies_between68,2688 goboard5.abs, v_strip;GOBOARD5:func.1:1v_strip45,1888 h_strip;GOBOARD5:func.2:2h_strip51,2120 cell;GOBOARD5:func.3:3cell104,3899 s.c.c.;GOBOARD5:attr.1:1s.c.c.111,4055 standard;GOBOARD5:attr.2:2standard119,4263 special_circular_sequence;GOBOARD5:mode.0:1special_circular_sequence143,4967 right_cell;GOBOARD5:func.4:4right_cell154,5197 left_cell;GOBOARD5:func.5:5left_cell164,5631 goboard9.abs, Rev;GOBOARD9:func.1:1Rev87,3087 LeftComp;GOBOARD9:func.2:2LeftComp128,4182 RightComp;GOBOARD9:func.3:3RightComp132,4307 gobrd10.abs, are_adjacent1;GOBRD10:pred.1:1are_adjacent136,1359 are_adjacent2;GOBRD10:pred.2:2are_adjacent253,1694 gobrd13.abs, .;GOBRD13:func.1:1.44,1879 right_cell;GOBRD13:func.2:2right_cell117,4617 left_cell;GOBRD13:func.3:3left_cell125,5011 front_right_cell;GOBRD13:func.4:4front_right_cell201,7878 front_left_cell;GOBRD13:func.5:5front_left_cell209,8282 turns_right;GOBRD13:pred.1:1turns_right267,10626 turns_left;GOBRD13:pred.2:2turns_left276,11108 goes_straight;GOBRD13:pred.3:3goes_straight285,11594 goedelcp.abs, negation_faithful;GOEDELCP:attr.1:1negation_faithful57,2277 with_examples;GOEDELCP:attr.2:2with_examples65,2387 ExCl;GOEDELCP:func.1:1ExCl155,4940 Ex-bound_in;GOEDELCP:func.2:2Ex-bound_in173,5309 Ex-the_scope_of;GOEDELCP:func.3:3Ex-the_scope_of183,5524 bound_in;GOEDELCP:func.4:4bound_in192,5711 the_scope_of;GOEDELCP:func.5:5the_scope_of201,5909 still_not-bound_in;GOEDELCP:func.6:6still_not-bound_in209,6056 graph_1.abs, MultiGraphStruct;GRAPH_1:struct.1:1MultiGraphStruct38,1506 Vertex;GRAPH_1:mode.0:1Vertex44,1681 Edge;GRAPH_1:mode.0:2Edge45,1717 Graph;GRAPH_1:mode.0:3Graph53,1861 dom;GRAPH_1:func.1:1dom62,2034 cod;GRAPH_1:func.2:2cod66,2165 dom;GRAPH_1:func.3:3dom74,2377 cod;GRAPH_1:func.4:4cod77,2459 \/;GRAPH_1:func.5:5\/87,2689 is_sum_of;GRAPH_1:pred.1:1is_sum_of102,3200 oriented;GRAPH_1:attr.2:1oriented112,3430 non-multi;GRAPH_1:attr.3:2non-multi118,3648 simple;GRAPH_1:attr.4:3simple126,3968 connected;GRAPH_1:attr.5:4connected131,4099 finite;GRAPH_1:attr.6:5finite140,4293 joins;GRAPH_1:pred.2:2joins163,4750 are_incident;GRAPH_1:pred.3:3are_incident172,4972 Chain;GRAPH_1:mode.1:4Chain179,5114 Chain;GRAPH_1:mode.2:5Chain192,5513 oriented;GRAPH_1:attr.7:6oriented198,5636 one-to-one;GRAPH_1:attr.8:7one-to-one217,5987 Path;GRAPH_1:mode.0:6Path224,6142 OrientedPath;GRAPH_1:mode.0:7OrientedPath229,6220 cyclic;GRAPH_1:attr.9:8cyclic236,6339 Cycle;GRAPH_1:mode.0:8Cycle252,6742 OrientedCycle;GRAPH_1:mode.0:9OrientedCycle257,6816 Subgraph;GRAPH_1:mode.3:10Subgraph263,6907 VerticesCount;GRAPH_1:func.6:6VerticesCount282,7401 EdgesCount;GRAPH_1:func.7:7EdgesCount285,7529 EdgesIn;GRAPH_1:func.8:8EdgesIn293,7721 EdgesOut;GRAPH_1:func.9:9EdgesOut297,7909 Degree;GRAPH_1:func.10:10Degree306,8164 c=;GRAPH_1:pred.4:4c=313,8291 bool;GRAPH_1:func.11:11bool322,8406 graph_2.abs, -cut;GRAPH_2:func.1:1-cut61,2343 -cut;GRAPH_2:func.2:2-cut91,3054 ^';GRAPH_2:func.3:3^'102,3302 ^';GRAPH_2:func.4:4^'124,3771 TwoValued;GRAPH_2:attr.1:1TwoValued134,3992 Alternating;GRAPH_2:attr.2:2Alternating145,4195 -VSet;GRAPH_2:func.5:5-VSet218,6000 is_vertex_seq_of;GRAPH_2:pred.1:1is_vertex_seq_of227,6218 alternates_vertices_in;GRAPH_2:pred.2:2alternates_vertices_in251,6781 vertex-seq;GRAPH_2:func.6:6vertex-seq285,7850 simple;GRAPH_2:attr.3:3simple314,8653 vertex-seq;GRAPH_2:func.7:7vertex-seq389,10461 min_at;GRAPH_2:func.8:8min_at427,11476 is_non_decreasing_on;GRAPH_2:pred.3:3is_non_decreasing_on447,12107 is_split_at;GRAPH_2:pred.4:4is_split_at455,12314 graph_3.abs, Element;GRAPH_3:mode.1:1Element38,1730 Vertex;GRAPH_3:mode.0:2Vertex56,2183 -VSet;GRAPH_3:func.1:1-VSet130,4593 Edges_In;GRAPH_3:func.2:2Edges_In153,5309 Edges_Out;GRAPH_3:func.3:3Edges_Out159,5484 Edges_At;GRAPH_3:func.4:4Edges_At169,5723 Edges_In;GRAPH_3:func.5:5Edges_In191,6250 Edges_Out;GRAPH_3:func.6:6Edges_Out195,6359 Degree;GRAPH_3:func.7:7Degree227,7019 AddNewEdge;GRAPH_3:func.8:8AddNewEdge273,8285 -CycleSet;GRAPH_3:func.9:9-CycleSet377,11446 Rotate;GRAPH_3:func.10:10Rotate400,12017 CatCycles;GRAPH_3:func.11:11CatCycles413,12346 -PathSet;GRAPH_3:func.12:12-PathSet435,12905 -CycleSet;GRAPH_3:func.13:13-CycleSet453,13400 ExtendCycle;GRAPH_3:func.14:14ExtendCycle477,14189 Eulerian;GRAPH_3:attr.1:1Eulerian497,14846 graph_4.abs, orientedly_joins;GRAPH_4:pred.1:1orientedly_joins41,1601 are_orientedly_incident;GRAPH_4:pred.2:2are_orientedly_incident53,1853 -SVSet;GRAPH_4:func.1:1-SVSet66,2205 -TVSet;GRAPH_4:func.2:2-TVSet74,2370 is_oriented_vertex_seq_of;GRAPH_4:pred.3:3is_oriented_vertex_seq_of86,2619 oriented-vertex-seq;GRAPH_4:func.3:3oriented-vertex-seq122,3497 Simple;GRAPH_4:attr.1:1Simple154,4432 graph_5.abs, Element;GRAPH_5:mode.1:1Element70,2811 vertices;GRAPH_5:func.1:1vertices133,4823 vertices;GRAPH_5:func.2:2vertices140,4940 is_orientedpath_of;GRAPH_5:pred.1:1is_orientedpath_of196,6667 is_orientedpath_of;GRAPH_5:pred.2:2is_orientedpath_of204,6842 OrientedPaths;GRAPH_5:func.3:3OrientedPaths212,7016 is_acyclicpath_of;GRAPH_5:pred.3:3is_acyclicpath_of243,7997 is_acyclicpath_of;GRAPH_5:pred.4:4is_acyclicpath_of252,8193 AcyclicPaths;GRAPH_5:func.4:4AcyclicPaths260,8356 AcyclicPaths;GRAPH_5:func.5:5AcyclicPaths268,8584 AcyclicPaths;GRAPH_5:func.6:6AcyclicPaths276,8811 AcyclicPaths;GRAPH_5:func.7:7AcyclicPaths286,9122 Real>=0;GRAPH_5:func.0:8Real>=0331,10261 Real>=0;GRAPH_5:func.8:9Real>=0335,10306 is_weight>=0of;GRAPH_5:pred.5:5is_weight>=0of346,10506 is_weight_of;GRAPH_5:pred.6:6is_weight_of354,10654 RealSequence;GRAPH_5:func.9:10RealSequence364,10866 cost;GRAPH_5:func.10:11cost372,11104 is_shortestpath_of;GRAPH_5:pred.7:7is_shortestpath_of423,12643 is_shortestpath_of;GRAPH_5:pred.8:8is_shortestpath_of434,12941 islongestInShortestpath;GRAPH_5:pred.9:9islongestInShortestpath507,15049 graphsp.abs, :=;GRAPHSP:func.0:1:=131,4971 :=;GRAPHSP:func.1:2:=136,5074 :=;GRAPHSP:func.2:3:=141,5205 *;GRAPHSP:func.3:4*165,5731 .;GRAPHSP:func.4:5.170,5855 repeat;GRAPHSP:func.5:6repeat175,5953 .;GRAPHSP:func.6:7.192,6483 OuterVx;GRAPHSP:func.7:8OuterVx197,6580 LifeSpan;GRAPHSP:func.8:9LifeSpan207,6849 while_do;GRAPHSP:func.9:10while_do216,7098 XEdge;GRAPHSP:func.10:11XEdge229,7466 Weight;GRAPHSP:func.11:12Weight237,7667 Weight;GRAPHSP:func.12:13Weight247,7930 UnusedVx;GRAPHSP:func.13:14UnusedVx270,8557 UsedVx;GRAPHSP:func.14:15UsedVx278,8737 Argmin;GRAPHSP:func.15:16Argmin305,9281 findmin;GRAPHSP:func.16:17findmin322,9757 newpathcost;GRAPHSP:func.17:18newpathcost345,10351 hasBetterPathAt;GRAPHSP:pred.1:1hasBetterPathAt353,10539 Relax;GRAPHSP:func.18:19Relax362,10761 Relax;GRAPHSP:func.19:20Relax375,11259 equal_at;GRAPHSP:pred.2:2equal_at409,12277 is_vertex_seq_at;GRAPHSP:pred.3:3is_vertex_seq_at445,13456 is_simple_vertex_seq_at;GRAPHSP:pred.4:4is_simple_vertex_seq_at454,13689 is_oriented_edge_seq_of;GRAPHSP:pred.5:5is_oriented_edge_seq_of467,14098 is_Input_of_Dijkstra_Alg;GRAPHSP:pred.6:6is_Input_of_Dijkstra_Alg510,16130 DijkstraAlgorithm;GRAPHSP:func.20:21DijkstraAlgorithm523,16543 grcat_1.abs, Morphs;GRCAT_1:func.1:1Morphs68,2475 dom;GRCAT_1:func.2:2dom81,2718 cod;GRCAT_1:func.3:3cod84,2814 comp;GRCAT_1:func.4:4comp87,2910 cat;GRCAT_1:func.5:5cat95,3069 ZeroMap;GRCAT_1:func.6:6ZeroMap113,3398 GroupMorphismStr;GRCAT_1:struct.1:1GroupMorphismStr149,4284 dom;GRCAT_1:func.7:7dom156,4447 cod;GRCAT_1:func.8:8cod159,4516 fun;GRCAT_1:func.9:9fun166,4632 ZERO;GRCAT_1:func.10:10ZERO178,4932 GroupMorphism-like;GRCAT_1:attr.2:1GroupMorphism-like190,5143 GroupMorphism;GRCAT_1:mode.0:1GroupMorphism201,5317 Morphism;GRCAT_1:mode.1:2Morphism214,5561 ID;GRCAT_1:func.11:11ID239,6105 ZERO;GRCAT_1:func.12:12ZERO251,6276 *;GRCAT_1:func.13:13*278,7099 *;GRCAT_1:func.14:14*293,7642 Group_DOMAIN-like;GRCAT_1:attr.3:2Group_DOMAIN-like330,8949 Group_DOMAIN;GRCAT_1:mode.0:3Group_DOMAIN341,9145 Element;GRCAT_1:mode.2:4Element348,9256 GroupMorphism_DOMAIN-like;GRCAT_1:attr.4:3GroupMorphism_DOMAIN-like360,9424 GroupMorphism_DOMAIN;GRCAT_1:mode.0:5GroupMorphism_DOMAIN371,9641 Element;GRCAT_1:mode.3:6Element376,9763 GroupMorphism_DOMAIN;GRCAT_1:mode.4:7GroupMorphism_DOMAIN389,10018 MapsSet;GRCAT_1:mode.5:8MapsSet404,10434 Maps;GRCAT_1:func.15:15Maps412,10580 Element;GRCAT_1:mode.6:9Element431,10991 Morphs;GRCAT_1:func.16:16Morphs436,11068 Element;GRCAT_1:mode.7:10Element445,11254 GO;GRCAT_1:pred.1:1GO458,11474 GroupObjects;GRCAT_1:func.17:17GroupObjects474,11850 Morphs;GRCAT_1:func.18:18Morphs500,12330 dom;GRCAT_1:func.19:19dom514,12595 cod;GRCAT_1:func.20:20cod515,12642 ID;GRCAT_1:func.21:21ID521,12740 dom;GRCAT_1:func.22:22dom528,12844 cod;GRCAT_1:func.23:23cod532,12966 comp;GRCAT_1:func.24:24comp552,13438 GroupCat;GRCAT_1:func.25:25GroupCat565,13761 AbGroupObjects;GRCAT_1:func.26:26AbGroupObjects613,15120 AbGroupCat;GRCAT_1:func.27:27AbGroupCat630,15453 MidOpGroupObjects;GRCAT_1:func.28:28MidOpGroupObjects647,15779 MidOpGroupCat;GRCAT_1:func.29:29MidOpGroupCat660,16072 gr_cy_1.abs, addint;GR_CY_1:func.0:1addint54,2160 Sum;GR_CY_1:func.1:2Sum67,2419 INT.Group;GR_CY_1:func.2:3INT.Group119,3728 addint;GR_CY_1:func.3:4addint145,4168 INT.Group;GR_CY_1:func.4:5INT.Group153,4336 @';GR_CY_1:func.5:6@'172,4698 cyclic;GR_CY_1:attr.1:1cyclic187,4953 gr_cy_3.abs, Safe;GR_CY_3:attr.1:1Safe47,2248 Sophie_Germain;GR_CY_3:attr.2:2Sophie_Germain80,2902 Mersenne;GR_CY_3:func.1:1Mersenne118,4014 grnilp_1.abs, [.;GRNILP_1:func.1:1[.72,2377 the_normal_subgroups_of;GRNILP_1:func.2:2the_normal_subgroups_of96,2951 nilpotent;GRNILP_1:attr.1:1nilpotent117,3504 groeb_1.abs, {;GROEB_1:func.1:1{46,2423 HT;GROEB_1:func.2:2HT130,6460 multiples;GROEB_1:func.3:3multiples138,6650 is_Groebner_basis_wrt;GROEB_1:pred.1:1is_Groebner_basis_wrt222,11398 is_Groebner_basis_of;GROEB_1:pred.2:2is_Groebner_basis_of233,11784 DivOrder;GROEB_1:func.4:4DivOrder348,17936 is_monic_wrt;GROEB_1:pred.3:3is_monic_wrt383,19456 is_reduced_wrt;GROEB_1:pred.4:4is_reduced_wrt394,19808 is_autoreduced_wrt;GROEB_1:pred.4:5is_autoreduced_wrt406,20242 groeb_2.abs, /;GROEB_2:func.1:1/59,2766 lcm;GROEB_2:func.2:2lcm67,2885 lcm;GROEB_2:func.2:3lcm77,3069 are_disjoint;GROEB_2:pred.1:1are_disjoint84,3183 are_non_disjoint;GROEB_2:pred.1:2are_non_disjoint92,3329 S-Poly;GROEB_2:func.3:4S-Poly200,7137 S-Poly;GROEB_2:func.4:5S-Poly285,11111 ^;GROEB_2:func.5:6^330,12875 is_MonomialRepresentation_of;GROEB_2:pred.2:3is_MonomialRepresentation_of338,13173 is_Standard_Representation_of;GROEB_2:pred.3:4is_Standard_Representation_of368,14536 is_Standard_Representation_of;GROEB_2:pred.4:5is_Standard_Representation_of381,15073 has_a_Standard_Representation_of;GROEB_2:pred.5:6has_a_Standard_Representation_of392,15463 has_a_Standard_Representation_of;GROEB_2:pred.6:7has_a_Standard_Representation_of403,15877 groeb_3.abs, {;GROEB_3:func.1:1{127,5635 |;GROEB_3:func.2:2|135,5842 Upper_Support;GROEB_3:func.3:3Upper_Support164,6815 Lower_Support;GROEB_3:func.4:4Lower_Support176,7204 Up;GROEB_3:func.5:5Up226,9501 Low;GROEB_3:func.6:6Low229,9591 group_10.abs, ^;GROUP_10:func.0:1^44,2072 ^;GROUP_10:func.1:2^52,2228 being_left_operation;GROUP_10:attr.1:1being_left_operation59,2385 LeftOperation;GROUP_10:mode.0:1LeftOperation77,2760 the_left_translation_of;GROUP_10:func.0:3the_left_translation_of102,3463 the_left_operation_of;GROUP_10:func.2:4the_left_operation_of107,3579 the_subsets_of_card;GROUP_10:func.3:5the_subsets_of_card116,3792 the_extension_of_left_translation_of;GROUP_10:func.4:6the_extension_of_left_translation_of144,4515 the_extension_of_left_operation_of;GROUP_10:func.5:7the_extension_of_left_operation_of158,4904 the_left_translation_of;GROUP_10:func.6:8the_left_translation_of170,5216 the_left_operation_of;GROUP_10:func.7:9the_left_operation_of182,5644 the_left_translation_of;GROUP_10:func.8:10the_left_translation_of193,5908 the_left_operation_of;GROUP_10:func.9:11the_left_operation_of205,6261 the_strict_stabilizer_of;GROUP_10:func.10:12the_strict_stabilizer_of220,6618 the_strict_stabilizer_of;GROUP_10:func.11:13the_strict_stabilizer_of231,6891 is_fixed_under;GROUP_10:pred.1:1is_fixed_under241,7144 the_fixed_points_of;GROUP_10:func.12:14the_fixed_points_of251,7348 are_conjugated_under;GROUP_10:pred.2:2are_conjugated_under265,7664 the_orbit_of;GROUP_10:func.13:15the_orbit_of292,8517 the_orbits_of;GROUP_10:func.14:16the_orbits_of325,9552 -group;GROUP_10:attr.2:2-group337,9799 is_Sylow_p-subgroup_of_prime;GROUP_10:pred.3:3is_Sylow_p-subgroup_of_prime370,10453 the_sylow_p-subgroups_of_prime;GROUP_10:func.15:17the_sylow_p-subgroups_of_prime400,11377 the_left_translation_of;GROUP_10:func.16:18the_left_translation_of417,11839 the_left_operation_of;GROUP_10:func.17:19the_left_operation_of431,12319 group_11.abs, `;GROUP_11:func.1:1`80,2678 ~;GROUP_11:func.2:2~83,2774 `;GROUP_11:func.3:3`211,5971 ~;GROUP_11:func.4:4~214,6073 group_12.abs, ProjSet;GROUP_12:func.1:1ProjSet67,2459 ProjGroup;GROUP_12:func.2:2ProjGroup111,3673 1ProdHom;GROUP_12:func.3:31ProdHom117,3817 group_1.abs, unital;GROUP_1:attr.1:1unital41,1602 Group-like;GROUP_1:attr.2:2Group-like46,1733 associative;GROUP_1:attr.3:3associative52,1920 Group;GROUP_1:mode.0:1Group67,2193 1_;GROUP_1:func.1:11_88,2815 ";GROUP_1:func.2:2"102,3083 inverse_op;GROUP_1:func.3:3inverse_op160,4063 power;GROUP_1:func.4:4power197,4832 |^;GROUP_1:func.5:5|^206,5073 |^;GROUP_1:func.5:6|^215,5226 being_of_order_0;GROUP_1:attr.4:4being_of_order_0270,6209 ord;GROUP_1:func.6:7ord283,6388 card;GROUP_1:func.7:8card306,6806 commutative;GROUP_1:attr.5:5commutative315,6971 *;GROUP_1:func.8:9*328,7218 unity-preserving;GROUP_1:attr.6:6unity-preserving369,8228 group_2.abs, ";GROUP_2:func.1:1"49,1809 *;GROUP_2:func.2:2*92,2516 *;GROUP_2:func.3:3*100,2684 *;GROUP_2:func.4:4*169,4430 *;GROUP_2:func.5:5*172,4493 Subgroup;GROUP_2:mode.1:1Subgroup220,5689 =;GROUP_2:pred.1:1=326,7996 (1).;GROUP_2:func.6:6(1).341,8375 (Omega).;GROUP_2:func.7:7(Omega).349,8491 carr;GROUP_2:func.8:8carr407,9650 /\;GROUP_2:func.9:9/\435,10376 /\;GROUP_2:func.10:10/\458,10988 *;GROUP_2:func.11:11*497,11977 *;GROUP_2:func.12:12*500,12044 *;GROUP_2:func.13:13*534,12708 *;GROUP_2:func.14:14*537,12776 Left_Cosets;GROUP_2:func.15:15Left_Cosets638,14963 Right_Cosets;GROUP_2:func.16:16Right_Cosets642,15064 Index;GROUP_2:func.17:17Index689,16353 index;GROUP_2:func.18:18index701,16579 group_3.abs, Subgroups;GROUP_3:func.1:1Subgroups83,2497 |^;GROUP_3:func.2:2|^102,2824 |^;GROUP_3:func.3:3|^154,3738 |^;GROUP_3:func.4:4|^191,4434 |^;GROUP_3:func.5:5|^194,4499 |^;GROUP_3:func.6:6|^252,5627 are_conjugated;GROUP_3:pred.1:1are_conjugated315,7051 are_not_conjugated;GROUP_3:pred.1:2are_not_conjugated323,7151 are_conjugated;GROUP_3:pred.2:3are_conjugated337,7423 con_class;GROUP_3:func.7:7con_class353,7767 are_conjugated;GROUP_3:pred.3:4are_conjugated384,8389 are_not_conjugated;GROUP_3:pred.3:5are_not_conjugated392,8489 are_conjugated;GROUP_3:pred.4:6are_conjugated406,8761 con_class;GROUP_3:func.8:8con_class423,9136 are_conjugated;GROUP_3:pred.5:7are_conjugated454,9791 are_not_conjugated;GROUP_3:pred.5:8are_not_conjugated462,9915 are_conjugated;GROUP_3:pred.6:9are_conjugated479,10367 con_class;GROUP_3:func.9:9con_class492,10643 normal;GROUP_3:attr.1:1normal529,11658 Normalizer;GROUP_3:func.10:10Normalizer601,13625 Normalizer;GROUP_3:func.11:11Normalizer627,14314 group_4.abs, -;GROUP_4:func.1:1-42,1883 @;GROUP_4:func.2:2@72,2659 Product;GROUP_4:func.3:3Product92,3023 |^;GROUP_4:func.4:4|^154,4884 gr;GROUP_4:func.5:5gr190,5727 generating;GROUP_4:attr.1:1generating225,6524 maximal;GROUP_4:attr.2:2maximal237,6731 Phi;GROUP_4:func.6:6Phi256,7188 *;GROUP_4:func.7:7*288,8216 "\/";GROUP_4:func.8:8"\/"314,8701 SubJoin;GROUP_4:func.9:9SubJoin389,10737 SubMeet;GROUP_4:func.10:10SubMeet397,10899 lattice;GROUP_4:func.11:11lattice405,11068 group_5.abs, |^;GROUP_5:func.1:1|^73,2547 [.;GROUP_5:func.2:2[.104,3173 [.;GROUP_5:func.3:3[.182,4831 commutators;GROUP_5:func.4:4commutators217,5492 commutators;GROUP_5:func.5:5commutators241,6081 commutators;GROUP_5:func.6:6commutators268,6786 [.;GROUP_5:func.7:7[.281,7058 [.;GROUP_5:func.8:8[.298,7446 `;GROUP_5:func.9:9`338,8479 center;GROUP_5:func.10:10center365,9207 group_6.abs, Subgroup;GROUP_6:mode.1:1Subgroup41,1880 `*`;GROUP_6:func.1:1`*`93,3374 /\;GROUP_6:func.2:2/\106,3620 /\;GROUP_6:func.3:3/\113,3743 trivial;GROUP_6:attr.0:1trivial118,3846 Cosets;GROUP_6:func.0:4Cosets145,4335 CosOp;GROUP_6:func.4:5CosOp171,4950 ./.;GROUP_6:func.5:6./.181,5168 @;GROUP_6:func.6:7@203,5649 multiplicative;GROUP_6:attr.1:2multiplicative262,7228 Homomorphism;GROUP_6:mode.0:2Homomorphism275,7444 1:;GROUP_6:func.7:81:320,8252 nat_hom;GROUP_6:func.8:9nat_hom337,8535 Ker;GROUP_6:func.9:10Ker351,8757 Image;GROUP_6:func.10:11Image373,9163 are_isomorphic;GROUP_6:pred.1:1are_isomorphic465,11541 are_isomorphic;GROUP_6:pred.2:2are_isomorphic478,11784 group_7.abs, multMagma-yielding;GROUP_7:attr.1:1multMagma-yielding42,1794 multMagma-Family;GROUP_7:mode.0:1multMagma-Family63,2179 .;GROUP_7:func.1:1.68,2340 product;GROUP_7:func.2:2product78,2542 Group-like;GROUP_7:attr.2:2Group-like99,3258 associative;GROUP_7:attr.3:3associative104,3391 commutative;GROUP_7:attr.4:4commutative109,3526 Group-like;GROUP_7:attr.2:5Group-like118,3732 associative;GROUP_7:attr.3:6associative122,3841 commutative;GROUP_7:attr.4:7commutative126,3952 sum;GROUP_7:func.3:3sum184,5867 <*;GROUP_7:func.4:4<*266,8096 <*;GROUP_7:func.5:5<*330,9775 <*;GROUP_7:func.6:6<*395,11590 group_8.abs, Double_Cosets;GROUP_8:func.1:1Double_Cosets103,3737 index;GROUP_8:func.0:2index128,4274 group_9.abs, is_stable_under_the_action_of;GROUP_9:pred.1:1is_stable_under_the_action_of46,2148 the_stable_subset_generated_by;GROUP_9:func.1:1the_stable_subset_generated_by57,2397 Product;GROUP_9:func.2:2Product68,2705 distributive;GROUP_9:attr.1:1distributive83,3140 HGrWOpStr;GROUP_9:struct.1:1HGrWOpStr91,3296 distributive;GROUP_9:attr.3:2distributive103,3577 GroupWithOperators;GROUP_9:mode.0:1GroupWithOperators122,3966 ^;GROUP_9:func.3:3^130,4162 StableSubgroup;GROUP_9:mode.1:2StableSubgroup140,4356 (1).;GROUP_9:func.4:4(1).157,4752 (Omega).;GROUP_9:func.5:5(Omega).166,4918 normal;GROUP_9:attr.4:3normal175,5113 the_stable_subgroups_of;GROUP_9:func.6:6the_stable_subgroups_of205,5704 simple;GROUP_9:attr.5:4simple219,5995 simple;GROUP_9:attr.6:5simple235,6293 Cosets;GROUP_9:func.7:7Cosets251,6642 CosOp;GROUP_9:func.8:8CosOp262,6889 CosAc;GROUP_9:func.9:9CosAc273,7148 ./.;GROUP_9:func.10:10./.286,7519 homomorphic;GROUP_9:attr.7:6homomorphic306,7950 Homomorphism;GROUP_9:mode.0:3Homomorphism322,8286 *;GROUP_9:func.11:11*330,8502 are_isomorphic;GROUP_9:pred.2:2are_isomorphic337,8621 are_isomorphic;GROUP_9:pred.3:3are_isomorphic346,8804 nat_hom;GROUP_9:func.12:12nat_hom354,8960 Ker;GROUP_9:func.13:13Ker365,9226 Image;GROUP_9:func.14:14Image382,9594 carr;GROUP_9:func.15:15carr392,9810 *;GROUP_9:func.16:16*401,9990 /\;GROUP_9:func.17:17/\410,10171 the_stable_subgroup_of;GROUP_9:func.18:18the_stable_subgroup_of423,10419 "\/";GROUP_9:func.19:19"\/"434,10737 composition_series;GROUP_9:attr.8:7composition_series976,25347 CompositionSeries;GROUP_9:mode.0:4CompositionSeries994,25812 is_finer_than;GROUP_9:pred.4:4is_finer_than1004,26045 strictly_decreasing;GROUP_9:attr.9:8strictly_decreasing1015,26268 jordan_holder;GROUP_9:attr.10:9jordan_holder1029,26629 is_equivalent_with;GROUP_9:pred.5:5is_equivalent_with1044,26985 the_series_of_quotients_of;GROUP_9:func.20:20the_series_of_quotients_of1061,27541 are_equivalent_under;GROUP_9:pred.6:6are_equivalent_under1074,27908 the_schreier_series_of;GROUP_9:func.21:21the_schreier_series_of1192,31898 groupp_1.abs, -power;GROUPP_1:attr.1:1-power92,3229 expon;GROUPP_1:func.1:1expon206,5759 expon;GROUPP_1:func.2:2expon215,5887 -commutative-group-like;GROUPP_1:attr.2:2-commutative-group-like240,6550 -commutative-group;GROUPP_1:attr.3:3-commutative-group249,6729 grsolv_1.abs, solvable;GRSOLV_1:attr.1:1solvable36,1436 |;GRSOLV_1:func.1:1|89,3448 .:;GRSOLV_1:func.2:2.:98,3633 hahnban1.abs, [**;HAHNBAN1:func.1:1[**51,2095 i_FC;HAHNBAN1:func.2:2i_FC57,2189 Functional;HAHNBAN1:mode.0:1Functional94,3060 +;HAHNBAN1:func.3:3+102,3254 -;HAHNBAN1:func.4:4-112,3474 -;HAHNBAN1:func.5:5-122,3693 *;HAHNBAN1:func.6:6*132,3897 0Functional;HAHNBAN1:func.7:70Functional141,4074 homogeneous;HAHNBAN1:attr.1:1homogeneous151,4273 0-preserving;HAHNBAN1:attr.2:20-preserving161,4500 linear-Functional;HAHNBAN1:mode.0:2linear-Functional293,8691 *';HAHNBAN1:func.8:8*'302,9006 RFunctional;HAHNBAN1:mode.0:3RFunctional341,10276 subadditive;HAHNBAN1:attr.3:3subadditive349,10445 additive;HAHNBAN1:attr.4:4additive359,10652 Real_homogeneous;HAHNBAN1:attr.5:5Real_homogeneous368,10843 homogeneous;HAHNBAN1:attr.6:6homogeneous383,11330 0-preserving;HAHNBAN1:attr.7:70-preserving393,11547 0RFunctional;HAHNBAN1:func.9:90RFunctional412,11930 Semi-Norm;HAHNBAN1:mode.0:4Semi-Norm443,12662 RealVS;HAHNBAN1:func.10:10RealVS450,12823 projRe;HAHNBAN1:func.11:11projRe505,14318 projIm;HAHNBAN1:func.12:12projIm514,14526 RtoC;HAHNBAN1:func.13:13RtoC523,14742 CtoR;HAHNBAN1:func.14:14CtoR531,14901 i-shift;HAHNBAN1:func.15:15i-shift563,15623 prodReIm;HAHNBAN1:func.16:16prodReIm572,15836 hahnban.abs, Functional;HAHNBAN:mode.0:1Functional123,5111 subadditive;HAHNBAN:attr.1:1subadditive130,5228 additive;HAHNBAN:attr.2:2additive134,5334 homogeneous;HAHNBAN:attr.3:3homogeneous138,5436 positively_homogeneous;HAHNBAN:attr.4:4positively_homogeneous142,5550 semi-homogeneous;HAHNBAN:attr.5:5semi-homogeneous146,5684 absolutely_homogeneous;HAHNBAN:attr.6:6absolutely_homogeneous150,5813 0-preserving;HAHNBAN:attr.7:70-preserving154,5943 Banach-Functional;HAHNBAN:mode.0:2Banach-Functional179,6593 linear-Functional;HAHNBAN:mode.0:3linear-Functional181,6682 hallmar1.abs, union;HALLMAR1:func.1:1union71,2251 Cut;HALLMAR1:func.2:2Cut129,4042 is_a_system_of_different_representatives_of;HALLMAR1:pred.1:1is_a_system_of_different_representatives_of166,5228 Hall;HALLMAR1:attr.1:1Hall177,5522 Reduction;HALLMAR1:mode.1:1Reduction219,6816 Reduction;HALLMAR1:mode.2:2Reduction229,7065 Singlification;HALLMAR1:mode.3:3Singlification241,7346 Singlification;HALLMAR1:mode.4:4Singlification287,8958 hausdorf.abs, HausDist;HAUSDORF:func.1:1HausDist194,7500 max_dist_min;HAUSDORF:func.2:2max_dist_min237,9046 HausDist;HAUSDORF:func.3:3HausDist246,9286 heine.abs, to_power;HEINE:func.1:1to_power53,2102 helly.abs, maxPrefix;HELLY:func.1:1maxPrefix39,1642 _Tree;HELLY:mode.0:1_Tree156,5577 _Subtree;HELLY:mode.0:2_Subtree158,5630 .pathBetween;HELLY:func.2:2.pathBetween185,6350 MiddleVertex;HELLY:func.3:3MiddleVertex266,9039 with_Helly_property;HELLY:attr.1:1with_Helly_property333,11571 henmodel.abs, |-;HENMODEL:pred.1:1|-65,2649 Consistent;HENMODEL:attr.1:1Consistent74,2759 Inconsistent;HENMODEL:attr.1:2Inconsistent83,2884 Consistent;HENMODEL:attr.2:3Consistent89,2999 Inconsistent;HENMODEL:attr.2:4Inconsistent98,3162 HCar;HENMODEL:func.1:1HCar160,4676 !;HENMODEL:func.2:2!169,4884 Henkin_interpretation;HENMODEL:mode.1:1Henkin_interpretation177,5017 valH;HENMODEL:func.3:3valH189,5347 hermitan.abs, cmplxhomogeneous;HERMITAN:attr.1:1cmplxhomogeneous95,3541 antilinear-Functional;HERMITAN:mode.0:1antilinear-Functional120,4232 *';HERMITAN:func.1:1*'151,5015 QcFunctional;HERMITAN:func.2:2QcFunctional233,7356 cmplxhomogeneousFAF;HERMITAN:attr.2:2cmplxhomogeneousFAF262,8121 hermitan;HERMITAN:attr.3:3hermitan276,8558 diagRvalued;HERMITAN:attr.4:4diagRvalued280,8659 diagReR+0valued;HERMITAN:attr.5:5diagReR+0valued284,8755 sesquilinear-Form;HERMITAN:mode.0:2sesquilinear-Form321,9652 hermitan-Form;HERMITAN:mode.0:3hermitan-Form347,10365 *';HERMITAN:func.3:3*'397,11715 signnorm;HERMITAN:func.4:4signnorm514,15484 quasinorm;HERMITAN:func.5:5quasinorm591,18251 RQ*Form;HERMITAN:func.6:6RQ*Form651,20192 Q*Form;HERMITAN:func.7:7Q*Form672,20848 positivediagvalued;HERMITAN:attr.6:6positivediagvalued739,23018 ScalarForm;HERMITAN:func.8:8ScalarForm758,23542 heyting1.abs, c=;HEYTING1:pred.1:1c=46,1773 [;HEYTING1:func.1:1[57,1924 {;HEYTING1:func.2:2{78,2331 @;HEYTING1:func.3:3@84,2446 Atom;HEYTING1:func.4:4Atom102,2796 pair_diff;HEYTING1:func.5:5pair_diff129,3374 -;HEYTING1:func.6:6-137,3542 =>>;HEYTING1:func.7:7=>>143,3759 pseudo_compl;HEYTING1:func.8:8pseudo_compl187,4909 StrongImpl;HEYTING1:func.9:9StrongImpl191,5012 SUB;HEYTING1:func.10:10SUB196,5135 diff;HEYTING1:func.11:11diff199,5228 heyting2.abs, Involved;HEYTING2:func.1:1Involved60,2250 -;HEYTING2:func.2:2-88,2968 =>>;HEYTING2:func.3:3=>>122,4001 pseudo_compl;HEYTING2:func.4:4pseudo_compl149,4881 StrongImpl;HEYTING2:func.5:5StrongImpl155,5062 SUB;HEYTING2:func.6:6SUB161,5272 diff;HEYTING2:func.7:7diff164,5370 Atom;HEYTING2:func.8:8Atom172,5498 heyting3.abs, SubstPoset;HEYTING3:func.1:1SubstPoset98,3734 PFArt;HEYTING3:func.2:2PFArt123,4380 PFCrt;HEYTING3:func.3:3PFCrt138,4699 PFBrt;HEYTING3:func.4:4PFBrt180,5764 PFDrt;HEYTING3:func.5:5PFDrt209,6598 hidden.abs, set;HIDDEN:mode.1:1set21,499 =;HIDDEN:pred.1:1=25,544 <>;HIDDEN:pred.1:2<>31,616 in;HIDDEN:pred.2:3in35,677 hilbasis.abs, bag_extend;HILBASIS:func.1:1bag_extend66,3052 UnitBag;HILBASIS:func.2:2UnitBag81,3409 1_1;HILBASIS:func.3:31_1105,4159 minlen;HILBASIS:func.4:4minlen147,5724 monomial;HILBASIS:func.5:5monomial162,6329 upm;HILBASIS:func.6:6upm246,9940 mpu;HILBASIS:func.7:7mpu269,10769 hilbert1.abs, with_VERUM;HILBERT1:attr.1:1with_VERUM30,1089 with_implication;HILBERT1:attr.2:2with_implication38,1184 with_conjunction;HILBERT1:attr.3:3with_conjunction46,1341 with_propositional_variables;HILBERT1:attr.4:4with_propositional_variables54,1498 HP-closed;HILBERT1:attr.5:5HP-closed62,1646 HP-WFF;HILBERT1:func.1:1HP-WFF77,2066 HP-formula;HILBERT1:mode.0:1HP-formula100,2429 VERUM;HILBERT1:func.2:2VERUM104,2486 =>;HILBERT1:func.3:3=>108,2580 '&';HILBERT1:func.4:4'&'111,2646 Hilbert_theory;HILBERT1:attr.6:6Hilbert_theory121,2840 CnPos;HILBERT1:func.5:5CnPos132,3160 HP_TAUT;HILBERT1:func.6:6HP_TAUT139,3304 hilbert2.abs, prop;HILBERT2:func.1:1prop94,3028 with_VERUM;HILBERT2:attr.0:1with_VERUM101,3132 with_propositional_variables;HILBERT2:attr.0:2with_propositional_variables105,3203 with_implication;HILBERT2:attr.0:3with_implication112,3350 with_conjunction;HILBERT2:attr.0:4with_conjunction115,3461 conjunctive;HILBERT2:attr.1:5conjunctive124,3630 conditional;HILBERT2:attr.2:6conditional128,3704 simple;HILBERT2:attr.3:7simple132,3777 HP-Subformulae;HILBERT2:func.2:2HP-Subformulae233,6097 Subformulae;HILBERT2:func.3:3Subformulae244,6424 hilbert3.abs, =>;HILBERT3:func.1:1=>157,5290 SetValuation;HILBERT3:mode.0:1SetValuation186,6111 SetVal;HILBERT3:func.2:2SetVal193,6221 SetVal;HILBERT3:func.3:3SetVal202,6445 Permutation;HILBERT3:mode.1:2Permutation244,7242 Perm;HILBERT3:func.4:4Perm254,7422 Perm;HILBERT3:func.5:5Perm265,7759 canonical;HILBERT3:attr.1:1canonical309,8923 pseudo-canonical;HILBERT3:attr.2:2pseudo-canonical347,9676 homothet.abs, is_Sc;HOMOTHET:pred.1:1is_Sc52,1903 hurwitz.abs, Coeff;HURWITZ:func.1:1Coeff104,4578 degree;HURWITZ:func.2:2degree151,6300 deg;HURWITZ:func.2:3deg159,6437 rpoly;HURWITZ:func.3:4rpoly193,7601 qpoly;HURWITZ:func.4:5qpoly234,9159 div;HURWITZ:func.5:6div266,10341 mod;HURWITZ:func.6:7mod277,10681 divides;HURWITZ:pred.1:1divides287,10978 Hurwitz;HURWITZ:attr.1:1Hurwitz317,12083 *';HURWITZ:func.7:8*'344,12834 F*;HURWITZ:func.8:9F*386,14138 idea_1.abs, ZERO;IDEA_1:func.1:1ZERO68,2790 'xor';IDEA_1:func.2:2'xor'76,2929 'xor';IDEA_1:func.3:3'xor'91,3230 is_expressible_by;IDEA_1:pred.1:1is_expressible_by104,3469 ADD_MOD;IDEA_1:func.4:4ADD_MOD116,3653 NEG_N;IDEA_1:func.5:5NEG_N126,3831 NEG_MOD;IDEA_1:func.6:6NEG_MOD135,3965 ChangeVal_1;IDEA_1:func.7:7ChangeVal_1160,4513 ChangeVal_2;IDEA_1:func.8:8ChangeVal_2178,4953 MUL_MOD;IDEA_1:func.9:9MUL_MOD195,5332 INV_MOD;IDEA_1:func.10:10INV_MOD207,5627 IDEAoperationA;IDEA_1:func.11:11IDEAoperationA242,6702 IDEAoperationB;IDEA_1:func.12:12IDEAoperationB259,7244 IDEAoperationC;IDEA_1:func.13:13IDEAoperationC286,8683 MESSAGES;IDEA_1:func.14:14MESSAGES343,11314 IDEA_P;IDEA_1:func.15:15IDEA_P362,11604 IDEA_Q;IDEA_1:func.16:16IDEA_Q370,11817 IDEA_P_F;IDEA_1:func.17:17IDEA_P_F379,12080 IDEA_Q_F;IDEA_1:func.18:18IDEA_Q_F394,12480 IDEA_PS;IDEA_1:func.19:19IDEA_PS408,12807 IDEA_QS;IDEA_1:func.20:20IDEA_QS416,12957 IDEA_PE;IDEA_1:func.21:21IDEA_PE424,13135 IDEA_QE;IDEA_1:func.22:22IDEA_QE432,13333 ideal_1.abs, add-closed;IDEAL_1:attr.1:1add-closed57,2500 left-ideal;IDEAL_1:attr.2:2left-ideal65,2679 right-ideal;IDEAL_1:attr.3:3right-ideal69,2782 Ideal;IDEAL_1:mode.0:1Ideal101,3621 RightIdeal;IDEAL_1:mode.0:2RightIdeal106,3752 LeftIdeal;IDEAL_1:mode.0:3LeftIdeal111,3877 trivial;IDEAL_1:attr.4:4trivial177,6002 add|;IDEAL_1:func.1:1add|223,7751 mult|;IDEAL_1:func.2:2mult|230,7917 Gr;IDEAL_1:func.3:3Gr237,8085 LinearCombination;IDEAL_1:mode.1:4LinearCombination292,9835 LeftLinearCombination;IDEAL_1:mode.2:5LeftLinearCombination297,10025 RightLinearCombination;IDEAL_1:mode.3:6RightLinearCombination303,10221 ^;IDEAL_1:func.4:4^321,10794 ^;IDEAL_1:func.5:5^342,11545 ^;IDEAL_1:func.6:6^363,12300 represents;IDEAL_1:pred.1:1represents402,13927 represents;IDEAL_1:pred.2:2represents427,14986 represents;IDEAL_1:pred.3:3represents451,15979 -Ideal;IDEAL_1:func.7:7-Ideal492,17511 -LeftIdeal;IDEAL_1:func.8:8-LeftIdeal496,17625 -RightIdeal;IDEAL_1:func.9:9-RightIdeal500,17751 Basis;IDEAL_1:mode.4:7Basis519,18273 *;IDEAL_1:func.10:10*633,22472 +;IDEAL_1:func.11:11+666,23341 +;IDEAL_1:func.12:12+679,23641 /\;IDEAL_1:func.13:13/\727,25069 *';IDEAL_1:func.14:14*'762,26152 *';IDEAL_1:func.15:15*'776,26565 are_co-prime;IDEAL_1:pred.4:4are_co-prime827,28310 %;IDEAL_1:func.16:16%847,28976 sqrt;IDEAL_1:func.17:17sqrt904,30956 finitely_generated;IDEAL_1:attr.5:5finitely_generated944,32254 Noetherian;IDEAL_1:attr.6:6Noetherian962,32652 principal;IDEAL_1:attr.7:7principal978,33031 PID;IDEAL_1:attr.8:8PID986,33175 incproj.abs, LINE;INCPROJ:mode.1:1LINE36,1227 ProjectiveLines;INCPROJ:func.1:1ProjectiveLines41,1301 Proj_Inc;INCPROJ:func.2:2Proj_Inc56,1572 IncProjSp_of;INCPROJ:func.3:3IncProjSp_of66,1813 partial;INCPROJ:attr.1:1partial183,6557 linear;INCPROJ:attr.0:2linear188,6712 up-2-dimensional;INCPROJ:attr.2:3up-2-dimensional196,6872 up-3-rank;INCPROJ:attr.3:4up-3-rank200,6983 Vebleian;INCPROJ:attr.4:5Vebleian205,7139 IncProjSp;INCPROJ:mode.0:2IncProjSp226,7690 2-dimensional;INCPROJ:attr.5:62-dimensional238,7957 up-3-dimensional;INCPROJ:attr.5:7up-3-dimensional246,8116 at_most-3-dimensional;INCPROJ:attr.6:8at_most-3-dimensional252,8216 3-dimensional;INCPROJ:attr.7:93-dimensional262,8459 Fanoian;INCPROJ:attr.8:10Fanoian269,8599 Desarguesian;INCPROJ:attr.9:11Desarguesian281,8990 Pappian;INCPROJ:attr.10:12Pappian294,9502 incsp_1.abs, IncProjStr;INCSP_1:struct.1:1IncProjStr29,955 IncStruct;INCSP_1:struct.2:2IncStruct34,1076 POINT;INCSP_1:mode.0:1POINT41,1324 LINE;INCSP_1:mode.0:2LINE42,1373 PLANE;INCSP_1:mode.0:3PLANE47,1459 on;INCSP_1:pred.1:1on61,1800 on;INCSP_1:pred.2:2on70,1929 on;INCSP_1:pred.3:3on79,2058 on;INCSP_1:pred.4:4on88,2216 on;INCSP_1:pred.5:5on97,2384 linear;INCSP_1:attr.3:1linear106,2532 planar;INCSP_1:attr.4:2planar115,2686 with_non-trivial_lines;INCSP_1:attr.5:3with_non-trivial_lines168,3860 linear;INCSP_1:attr.6:4linear172,3991 up-2-rank;INCSP_1:attr.7:5up-2-rank176,4097 with_non-empty_planes;INCSP_1:attr.8:6with_non-empty_planes185,4282 planar;INCSP_1:attr.9:7planar189,4399 with_<=1_plane_per_3_pts;INCSP_1:attr.10:8with_<=1_plane_per_3_pts193,4511 with_lines_inside_planes;INCSP_1:attr.11:9with_lines_inside_planes199,4696 with_planes_intersecting_in_2_pts;INCSP_1:attr.12:10with_planes_intersecting_in_2_pts205,4881 up-3-dimensional;INCSP_1:attr.13:11up-3-dimensional211,5071 inc-compatible;INCSP_1:attr.14:12inc-compatible215,5183 IncSpace-like;INCSP_1:attr.15:13IncSpace-like224,5374 IncSpace;INCSP_1:mode.0:4IncSpace247,5995 Line;INCSP_1:func.1:1Line315,7629 Plane;INCSP_1:func.2:2Plane326,7771 Plane;INCSP_1:func.3:3Plane337,7906 Plane;INCSP_1:func.4:4Plane349,8073 index_1.abs, `2;INDEX_1:func.1:1`240,1529 Category-yielding;INDEX_1:attr.1:1Category-yielding53,1917 ManySortedCategory;INDEX_1:mode.0:1ManySortedCategory70,2210 ManySortedCategory;INDEX_1:mode.0:2ManySortedCategory75,2320 .;INDEX_1:func.2:2.97,2769 Objs;INDEX_1:func.3:3Objs110,2999 Mphs;INDEX_1:func.4:4Mphs116,3174 ManySortedSet;INDEX_1:mode.1:3ManySortedSet146,3848 [;INDEX_1:func.5:5[156,4076 Category-yielding_on_first;INDEX_1:attr.2:2Category-yielding_on_first183,4647 Function-yielding_on_second;INDEX_1:attr.3:3Function-yielding_on_second187,4740 [;INDEX_1:func.6:6[221,5432 ManySortedFunctor;INDEX_1:mode.2:4ManySortedFunctor228,5617 .;INDEX_1:func.7:7.247,6195 Indexing;INDEX_1:mode.3:5Indexing255,6333 `2;INDEX_1:func.8:8`2276,6946 TargetCat;INDEX_1:mode.4:6TargetCat283,7106 Indexing;INDEX_1:mode.5:7Indexing308,7774 Indexing;INDEX_1:mode.0:8Indexing318,8045 coIndexing;INDEX_1:mode.0:9coIndexing320,8143 -functor;INDEX_1:func.9:9-functor354,9409 rng;INDEX_1:func.10:10rng376,10089 .;INDEX_1:func.11:11.390,10463 .;INDEX_1:func.12:12.399,10635 -indexing_of;INDEX_1:func.13:13-indexing_of425,11349 *;INDEX_1:func.14:14*460,12358 *;INDEX_1:func.15:15*495,13547 *;INDEX_1:func.16:16*531,14801 instalg1.abs, feasible;INSTALG1:attr.1:1feasible83,3758 Subsignature;INSTALG1:mode.1:1Subsignature117,4734 |;INSTALG1:func.1:1|199,7574 |;INSTALG1:func.2:2|209,7818 hom;INSTALG1:func.3:3hom364,14752 int_1.abs, INT;INT_1:func.0:1INT35,1270 integer;INT_1:attr.1:1integer43,1388 Integer;INT_1:mode.0:1Integer56,1577 divides;INT_1:pred.1:1divides165,3830 are_congruent_mod;INT_1:pred.2:2are_congruent_mod174,3957 are_congruent_mod;INT_1:pred.2:3are_congruent_mod181,4078 [\;INT_1:func.1:2[\239,5609 [/;INT_1:func.2:3[/263,5998 frac;INT_1:func.3:4frac304,6697 frac;INT_1:func.4:5frac316,6858 div;INT_1:func.5:6div338,7200 mod;INT_1:func.6:7mod345,7308 int_2.abs, abs;INT_2:func.1:1abs30,1142 lcm;INT_2:func.2:2lcm49,1466 gcd;INT_2:func.3:3gcd62,1723 are_relative_prime;INT_2:pred.1:1are_relative_prime137,3287 prime;INT_2:attr.1:1prime167,4128 int_3.abs, multint;INT_3:func.0:1multint37,1714 compint;INT_3:func.0:2compint44,1842 INT.Ring;INT_3:func.1:3INT.Ring50,1962 abs;INT_3:func.2:4abs88,2756 absint;INT_3:func.3:5absint95,2881 div;INT_3:func.4:6div113,3396 mod;INT_3:func.5:7mod124,3619 Euclidian;INT_3:attr.1:1Euclidian139,3961 EuclidianRing;INT_3:mode.0:1EuclidianRing157,4353 DegreeFunction;INT_3:mode.1:2DegreeFunction167,4569 absint;INT_3:func.6:8absint184,5091 multint;INT_3:func.7:9multint208,5757 compint;INT_3:func.8:10compint217,5935 INT.Ring;INT_3:func.9:11INT.Ring239,6616 int_4.abs, Cong;INT_4:func.1:1Cong145,4682 is_CRS_of;INT_4:pred.1:1is_CRS_of288,9749 int_5.abs, Poly-INT;INT_5:func.1:1Poly-INT53,2236 is_quadratic_residue_mod;INT_5:pred.1:1is_quadratic_residue_mod93,3589 Lege;INT_5:func.2:2Lege168,5806 Card;INT_5:func.3:3Card270,8802 int_6.abs, multiplicative-trivial;INT_6:attr.0:1multiplicative-trivial154,4817 multiplicative-trivial;INT_6:attr.0:2multiplicative-trivial159,4927 Chinese_Remainder;INT_6:attr.1:3Chinese_Remainder177,5403 CR_Sequence;INT_6:mode.0:1CR_Sequence190,5672 mod;INT_6:func.1:1mod219,6395 CR_coefficients;INT_6:mode.1:2CR_coefficients233,6667 to_int;INT_6:func.2:2to_int273,7972 int_7.abs, prime-factorization-like;INT_7:attr.1:1prime-factorization-like66,3084 Segm0;INT_7:func.1:1Segm0139,5335 multint0;INT_7:func.2:2multint0150,5532 Z/Z*;INT_7:func.3:3Z/Z*161,5774 integr10.abs, is_right_ext_Riemann_integrable_on;INTEGR10:pred.1:1is_right_ext_Riemann_integrable_on52,2086 is_left_ext_Riemann_integrable_on;INTEGR10:pred.2:2is_left_ext_Riemann_integrable_on64,2484 ext_right_integral;INTEGR10:func.1:1ext_right_integral78,2934 ext_left_integral;INTEGR10:func.2:2ext_left_integral91,3302 is_+infty_ext_Riemann_integrable_on;INTEGR10:pred.3:3is_+infty_ext_Riemann_integrable_on102,3625 is_-infty_ext_Riemann_integrable_on;INTEGR10:pred.4:4is_-infty_ext_Riemann_integrable_on115,4039 infty_ext_right_integral;INTEGR10:func.3:3infty_ext_right_integral129,4497 infty_ext_left_integral;INTEGR10:func.4:4infty_ext_left_integral143,4895 infty_ext_Riemann_integrable;INTEGR10:attr.1:1infty_ext_Riemann_integrable154,5214 infty_ext_integral;INTEGR10:func.5:5infty_ext_integral163,5418 exp*-;INTEGR10:func.6:6exp*-237,8749 One-sided_Laplace_transform;INTEGR10:func.7:7One-sided_Laplace_transform244,8909 integr15.abs, middle_volume;INTEGR15:mode.1:1middle_volume45,2096 middle_sum;INTEGR15:func.1:1middle_sum58,2473 middle_volume_Sequence;INTEGR15:mode.2:2middle_volume_Sequence87,3585 .;INTEGR15:func.2:2.97,3920 middle_sum;INTEGR15:func.3:3middle_sum104,4125 middle_volume;INTEGR15:mode.3:3middle_volume151,6219 middle_sum;INTEGR15:func.4:4middle_sum165,6628 middle_volume_Sequence;INTEGR15:mode.4:4middle_volume_Sequence178,6971 .;INTEGR15:func.5:5.192,7358 middle_sum;INTEGR15:func.6:6middle_sum201,7606 +;INTEGR15:func.7:7+211,7823 -;INTEGR15:func.8:8-214,7896 (#);INTEGR15:func.9:9(#)224,8076 bounded;INTEGR15:attr.1:1bounded235,8350 integrable;INTEGR15:attr.2:2integrable245,8598 integral;INTEGR15:func.10:10integral255,8852 bounded;INTEGR15:attr.3:3bounded280,9817 is_integrable_on;INTEGR15:pred.1:1is_integrable_on290,10068 integral;INTEGR15:func.11:11integral300,10335 integral;INTEGR15:func.12:12integral321,11032 integr16.abs, Re;INTEGR16:func.1:1Re50,2178 Im;INTEGR16:func.2:2Im51,2223 middle_volume;INTEGR16:mode.1:1middle_volume59,2399 middle_sum;INTEGR16:func.3:3middle_sum71,2791 middle_volume_Sequence;INTEGR16:mode.2:2middle_volume_Sequence80,3006 .;INTEGR16:func.4:4.92,3367 middle_sum;INTEGR16:func.5:5middle_sum100,3589 integrable;INTEGR16:attr.1:1integrable165,5595 integral;INTEGR16:func.6:6integral188,6252 is_integrable_on;INTEGR16:pred.1:1is_integrable_on218,7214 integral;INTEGR16:func.7:7integral226,7430 integral;INTEGR16:func.8:8integral246,8009 integr18.abs, middle_volume;INTEGR18:mode.1:1middle_volume42,1897 middle_sum;INTEGR18:func.1:1middle_sum55,2307 middle_volume_Sequence;INTEGR18:mode.2:2middle_volume_Sequence65,2545 .;INTEGR18:func.2:2.78,2947 middle_sum;INTEGR18:func.3:3middle_sum87,3199 integrable;INTEGR18:attr.1:1integrable98,3552 integral;INTEGR18:func.4:4integral126,4459 is_integrable_on;INTEGR18:pred.1:1is_integrable_on167,5923 integral;INTEGR18:func.5:5integral177,6210 integral;INTEGR18:func.6:6integral245,8543 integr19.abs, bounded;INTEGR19:attr.1:1bounded240,9475 integr1c.abs, R2-to-C;INTEGR1C:func.1:1R2-to-C46,2155 integral;INTEGR1C:func.2:2integral57,2478 C1-curve-like;INTEGR1C:attr.1:1C1-curve-like67,2808 C1-curve;INTEGR1C:mode.0:1C1-curve81,3240 integral;INTEGR1C:func.3:3integral89,3403 is_integrable_on;INTEGR1C:pred.1:1is_integrable_on102,3860 is_bounded_on;INTEGR1C:pred.2:2is_bounded_on117,4443 integra1.abs, Division;INTEGRA1:mode.1:1Division76,2912 divs;INTEGRA1:func.1:1divs84,3111 divset;INTEGRA1:func.2:2divset121,3914 vol;INTEGRA1:func.3:3vol133,4232 upper_volume;INTEGRA1:func.4:4upper_volume147,4588 lower_volume;INTEGRA1:func.5:5lower_volume153,4773 upper_sum;INTEGRA1:func.6:6upper_sum165,5085 lower_sum;INTEGRA1:func.7:7lower_sum168,5166 upper_sum_set;INTEGRA1:func.8:8upper_sum_set176,5348 lower_sum_set;INTEGRA1:func.9:9lower_sum_set180,5477 upper_integrable;INTEGRA1:attr.1:1upper_integrable189,5707 lower_integrable;INTEGRA1:attr.2:2lower_integrable193,5803 upper_integral;INTEGRA1:func.10:10upper_integral202,6000 lower_integral;INTEGRA1:func.11:11lower_integral210,6196 integrable;INTEGRA1:attr.3:3integrable218,6392 integral;INTEGRA1:func.12:12integral228,6626 <=;INTEGRA1:pred.1:1<=318,9067 >=;INTEGRA1:pred.1:2>=326,9206 indx;INTEGRA1:func.13:13indx352,9841 PartSums;INTEGRA1:func.14:14PartSums379,10708 integra2.abs, non-decreasing;INTEGRA2:attr.1:1non-decreasing50,2251 **;INTEGRA2:func.1:1**79,2994 DivSequence;INTEGRA2:mode.0:1DivSequence219,7238 .;INTEGRA2:func.2:2.226,7353 upper_sum;INTEGRA2:func.3:3upper_sum233,7516 lower_sum;INTEGRA2:func.4:4lower_sum236,7618 integra3.abs, delta;INTEGRA3:func.1:1delta49,2252 delta;INTEGRA3:func.2:2delta56,2430 integra4.abs, divide_into_equal;INTEGRA4:pred.1:1divide_into_equal91,3777 integra5.abs, ||;INTEGRA5:func.0:1||65,2941 ||;INTEGRA5:func.1:2||71,3053 is_integrable_on;INTEGRA5:pred.1:1is_integrable_on86,3462 integral;INTEGRA5:func.2:3integral95,3641 [';INTEGRA5:func.3:4['169,6025 integral;INTEGRA5:func.4:5integral178,6200 integra7.abs, IntegralFuncs;INTEGRA7:func.1:1IntegralFuncs92,3818 is_integral_of;INTEGRA7:pred.1:1is_integral_of101,4035 integra8.abs, Cst;INTEGRA8:func.1:1Cst157,4527 integra9.abs, |||(;INTEGRA9:func.1:1|||(183,5892 is_orthogonal_with;INTEGRA9:pred.1:1is_orthogonal_with241,8220 ||..;INTEGRA9:func.2:2||..294,9915 interva1.abs, Inter;INTERVA1:func.1:1Inter32,1308 IntervalSet;INTERVA1:mode.1:1IntervalSet70,2306 Inter;INTERVA1:func.2:2Inter83,2665 _/\_;INTERVA1:func.3:3_/\_109,3546 _\/_;INTERVA1:func.4:4_\/_112,3632 ``1;INTERVA1:func.5:5``1127,3980 ``2;INTERVA1:func.6:6``2130,4080 =;INTERVA1:pred.1:1=151,4533 ordered;INTERVA1:attr.1:1ordered175,4970 min;INTERVA1:func.0:7min194,5472 max;INTERVA1:func.0:8max195,5500 min;INTERVA1:func.7:9min200,5618 max;INTERVA1:func.8:10max201,5657 _\_;INTERVA1:func.9:11_\_263,7591 ^;INTERVA1:func.10:12^298,8542 IntervalSets;INTERVA1:func.11:13IntervalSets340,9666 InterLatt;INTERVA1:func.12:14InterLatt346,9842 RoughSet;INTERVA1:mode.2:2RoughSet360,10293 RS;INTERVA1:func.13:15RS371,10617 LAp;INTERVA1:func.14:16LAp377,10755 UAp;INTERVA1:func.15:17UAp380,10818 =;INTERVA1:pred.2:2=386,10951 _\/_;INTERVA1:func.16:18_\/_392,11103 _/\_;INTERVA1:func.17:19_/\_395,11200 RoughSets;INTERVA1:func.18:20RoughSets447,12145 @;INTERVA1:func.19:21@457,12366 @;INTERVA1:func.20:22@463,12474 RSLattice;INTERVA1:func.21:23RSLattice469,12567 ERS;INTERVA1:func.22:24ERS492,13115 TRS;INTERVA1:func.23:25TRS501,13284 intpro_1.abs, with_FALSUM;INTPRO_1:attr.1:1with_FALSUM32,1202 with_int_implication;INTPRO_1:attr.2:2with_int_implication40,1297 with_int_conjunction;INTPRO_1:attr.3:3with_int_conjunction48,1458 with_int_disjunction;INTPRO_1:attr.4:4with_int_disjunction56,1619 with_int_propositional_variables;INTPRO_1:attr.5:5with_int_propositional_variables64,1780 with_modal_operator;INTPRO_1:attr.6:6with_modal_operator72,1936 MC-closed;INTPRO_1:attr.7:7MC-closed85,2335 MC-wff;INTPRO_1:func.1:1MC-wff103,2919 MC-formula;INTPRO_1:mode.0:1MC-formula126,3282 FALSUM;INTPRO_1:func.2:2FALSUM130,3339 =>;INTPRO_1:func.3:3=>134,3434 '&';INTPRO_1:func.4:4'&'137,3501 'or';INTPRO_1:func.5:5'or'140,3569 Nes;INTPRO_1:func.6:6Nes147,3685 IPC_theory;INTPRO_1:attr.8:8IPC_theory157,3876 CnIPC;INTPRO_1:func.7:7CnIPC169,4295 IPC-Taut;INTPRO_1:func.8:8IPC-Taut176,4435 neg;INTPRO_1:func.9:9neg183,4565 IVERUM;INTPRO_1:func.10:10IVERUM189,4652 CPC_theory;INTPRO_1:attr.9:9CPC_theory414,10047 CnCPC;INTPRO_1:func.11:11CnCPC430,10561 CPC-Taut;INTPRO_1:func.12:12CPC-Taut437,10701 S4_theory;INTPRO_1:attr.10:10S4_theory492,12002 CnS4;INTPRO_1:func.13:13CnS4512,12708 S4-Taut;INTPRO_1:func.14:14S4-Taut519,12846 irrat_1.abs, irrational;IRRAT_1:attr.0:1irrational45,1945 ^;IRRAT_1:func.0:1^50,2017 aseq;IRRAT_1:func.1:2aseq70,2508 bseq;IRRAT_1:func.2:3bseq74,2592 cseq;IRRAT_1:func.3:4cseq82,2725 dseq;IRRAT_1:func.4:5dseq92,2887 eseq;IRRAT_1:func.5:6eseq99,2991 number_e;IRRAT_1:func.0:7number_e215,5972 number_e;IRRAT_1:func.0:8number_e221,6050 isocat_1.abs, Functor;ISOCAT_1:mode.0:1Functor58,1984 ";ISOCAT_1:func.1:1"83,2662 isomorphic;ISOCAT_1:attr.0:1isomorphic91,2752 are_isomorphic;ISOCAT_1:pred.1:1are_isomorphic116,3274 ~=;ISOCAT_1:pred.1:2~=125,3425 *;ISOCAT_1:func.2:2*149,3907 *;ISOCAT_1:func.3:3*161,4143 *;ISOCAT_1:func.4:4*188,4983 *;ISOCAT_1:func.5:5*205,5451 (#);ISOCAT_1:func.6:6(#)266,7200 is_equivalent_with;ISOCAT_1:pred.2:3is_equivalent_with306,8524 are_equivalent;ISOCAT_1:pred.2:4are_equivalent317,8729 Equivalence;ISOCAT_1:mode.1:2Equivalence330,9003 IdMap;ISOCAT_1:func.7:7IdMap361,10042 isocat_2.abs, uncurry;ISOCAT_2:func.1:1uncurry33,1389 |->;ISOCAT_2:func.2:2|->74,2458 curry;ISOCAT_2:func.3:3curry110,3688 ?-;ISOCAT_2:func.4:4?-131,4340 export;ISOCAT_2:func.5:5export157,5104 export;ISOCAT_2:func.6:6export188,6187 export;ISOCAT_2:func.7:7export222,7462 <:;ISOCAT_2:func.8:8<:249,8238 Pr1;ISOCAT_2:func.9:9Pr1255,8352 Pr2;ISOCAT_2:func.10:10Pr2258,8422 Pr1;ISOCAT_2:func.11:11Pr1275,8833 Pr2;ISOCAT_2:func.12:12Pr2278,8929 <:;ISOCAT_2:func.13:13<:308,10056 <:;ISOCAT_2:func.14:14<:332,10909 distribute;ISOCAT_2:func.15:15distribute346,11344 isomichi.abs, supercondensed;ISOMICHI:attr.1:1supercondensed54,1963 subcondensed;ISOMICHI:attr.2:2subcondensed58,2035 condensed;ISOMICHI:attr.0:3condensed77,2380 regular_open;ISOMICHI:attr.0:4regular_open125,3614 regular_closed;ISOMICHI:attr.0:5regular_closed130,3722 Fr;ISOMICHI:func.0:1Fr216,5972 Border;ISOMICHI:func.1:2Border226,6208 are_c=-incomparable;ISOMICHI:pred.0:1are_c=-incomparable300,8344 1st_class;ISOMICHI:attr.3:61st_class308,8533 2nd_class;ISOMICHI:attr.4:72nd_class312,8604 3rd_class;ISOMICHI:attr.5:83rd_class316,8675 with_1st_class_subsets;ISOMICHI:attr.6:9with_1st_class_subsets343,9349 with_2nd_class_subsets;ISOMICHI:attr.7:10with_2nd_class_subsets347,9453 with_3rd_class_subsets;ISOMICHI:attr.8:11with_3rd_class_subsets351,9558 jct_misc.abs, dist;JCT_MISC:func.1:1dist85,3350 jgraph_1.abs, PGraph;JGRAPH_1:func.1:1PGraph56,2604 PairF;JGRAPH_1:func.2:2PairF67,2838 PairF;JGRAPH_1:func.3:3PairF91,3385 PairF;JGRAPH_1:func.4:4PairF103,3779 is_Shortcut_of;JGRAPH_1:pred.1:1is_Shortcut_of115,4125 nodic;JGRAPH_1:attr.1:1nodic143,4971 jgraph_2.abs, Out_In_Sq;JGRAPH_2:func.1:1Out_In_Sq92,3795 AffineMap;JGRAPH_2:func.2:2AffineMap306,13625 jgraph_3.abs, Sq_Circ;JGRAPH_3:func.1:1Sq_Circ61,2598 jgraph_4.abs, NormF;JGRAPH_4:func.1:1NormF102,4725 FanW;JGRAPH_4:func.2:2FanW137,5719 -FanMorphW;JGRAPH_4:func.3:3-FanMorphW148,6023 FanN;JGRAPH_4:func.4:4FanN340,14167 -FanMorphN;JGRAPH_4:func.5:5-FanMorphN351,14469 FanE;JGRAPH_4:func.6:6FanE538,22426 -FanMorphE;JGRAPH_4:func.7:7-FanMorphE549,22728 FanS;JGRAPH_4:func.8:8FanS725,30336 -FanMorphS;JGRAPH_4:func.9:9-FanMorphS736,30640 jgraph_6.abs, rectangle;JGRAPH_6:func.0:1rectangle184,7804 inside_of_rectangle;JGRAPH_6:func.1:2inside_of_rectangle194,8070 closed_inside_of_rectangle;JGRAPH_6:func.2:3closed_inside_of_rectangle201,8244 outside_of_rectangle;JGRAPH_6:func.3:4outside_of_rectangle208,8429 closed_outside_of_rectangle;JGRAPH_6:func.4:5closed_outside_of_rectangle215,8613 circle;JGRAPH_6:func.5:6circle243,9543 inside_of_circle;JGRAPH_6:func.6:7inside_of_circle261,9918 closed_inside_of_circle;JGRAPH_6:func.7:8closed_inside_of_circle268,10100 outside_of_circle;JGRAPH_6:func.8:9outside_of_circle275,10290 closed_outside_of_circle;JGRAPH_6:func.9:10closed_outside_of_circle282,10473 jordan10.abs, UBD-Family;JORDAN10:func.1:1UBD-Family104,3934 BDD-Family;JORDAN10:func.2:2BDD-Family108,4050 UBD-Family;JORDAN10:func.3:3UBD-Family116,4255 BDD-Family;JORDAN10:func.4:4BDD-Family117,4316 jordan11.abs, ApproxIndex;JORDAN11:func.1:1ApproxIndex49,2400 Y-InitStart;JORDAN11:func.2:2Y-InitStart62,2626 Y-SpanStart;JORDAN11:func.3:3Y-SpanStart80,3128 jordan12.abs, is_in_general_position_wrt;JORDAN12:pred.1:1is_in_general_position_wrt67,2443 are_in_general_position;JORDAN12:pred.2:2are_in_general_position77,2665 jordan13.abs, Span;JORDAN13:func.1:1Span49,2346 jordan14.abs, SpanStart;JORDAN14:func.1:1SpanStart71,3020 jordan17.abs, are_in_this_order_on;JORDAN17:pred.1:1are_in_this_order_on65,2386 jordan18.abs, North-Bound;JORDAN18:func.1:1North-Bound113,3855 South-Bound;JORDAN18:func.2:2South-Bound117,3984 -separate;JORDAN18:pred.1:1-separate163,5494 are_neighbours_wrt;JORDAN18:pred.1:2are_neighbours_wrt172,5681 jordan19.abs, Upper_Appr;JORDAN19:func.1:1Upper_Appr52,2670 Lower_Appr;JORDAN19:func.2:2Lower_Appr56,2822 North_Arc;JORDAN19:func.3:3North_Arc64,3026 South_Arc;JORDAN19:func.4:4South_Arc67,3118 jordan1a.abs, Center;JORDAN1A:func.1:1Center51,2422 jordan1.abs, convex;JORDAN1:attr.0:1convex81,3068 Jordan;JORDAN1:attr.1:2Jordan273,9622 jordan1e.abs, Upper_Seq;JORDAN1E:func.1:1Upper_Seq73,3068 Lower_Seq;JORDAN1E:func.2:2Lower_Seq87,3499 jordan1h.abs, RealOrd;JORDAN1H:func.1:1RealOrd80,3470 Values;JORDAN1H:func.2:2Values126,4584 X-SpanStart;JORDAN1H:func.3:3X-SpanStart311,10889 is_sufficiently_large_for;JORDAN1H:pred.1:1is_sufficiently_large_for324,11176 jordan1k.abs, dist_min;JORDAN1K:func.1:1dist_min195,5938 min_dist_min;JORDAN1K:func.2:2min_dist_min205,6196 max_dist_max;JORDAN1K:func.3:3max_dist_max207,6248 dist_min;JORDAN1K:func.4:4dist_min214,6379 dist;JORDAN1K:func.5:5dist245,7311 jordan20.abs, is_Lin;JORDAN20:pred.1:1is_Lin74,3225 is_Rin;JORDAN20:pred.2:2is_Rin80,3470 is_Lout;JORDAN20:pred.3:3is_Lout86,3715 is_Rout;JORDAN20:pred.4:4is_Rout92,3961 is_OSin;JORDAN20:pred.5:5is_OSin98,4207 is_OSout;JORDAN20:pred.6:6is_OSout107,4683 jordan21.abs, with_the_max_arc;JORDAN21:attr.1:1with_the_max_arc83,3267 UMP;JORDAN21:func.1:1UMP161,5217 LMP;JORDAN21:func.2:2LMP165,5391 jordan23.abs, almost-one-to-one;JORDAN23:attr.1:1almost-one-to-one60,2429 weakly-one-to-one;JORDAN23:attr.2:2weakly-one-to-one70,2658 poorly-one-to-one;JORDAN23:attr.3:3poorly-one-to-one78,2824 jordan24.abs, realize-max-dist-in;JORDAN24:pred.1:1realize-max-dist-in47,2170 isometric;JORDAN24:attr.1:1isometric61,2559 Rotate;JORDAN24:func.1:1Rotate86,3096 closed;JORDAN24:attr.2:2closed121,4134 jordan2b.abs, |[;JORDAN2B:func.0:1|[128,4447 |[;JORDAN2B:func.1:2|[133,4517 jordan2c.abs, is_inside_component_of;JORDAN2C:pred.1:1is_inside_component_of93,3779 is_outside_component_of;JORDAN2C:pred.2:2is_outside_component_of113,4271 BDD;JORDAN2C:func.1:1BDD137,4902 UBD;JORDAN2C:func.2:2UBD146,5104 jordan3.abs, Index;JORDAN3:func.1:1Index77,2929 is_S-Seq_joining;JORDAN3:pred.1:1is_S-Seq_joining120,4441 L_Cut;JORDAN3:func.2:2L_Cut158,5855 R_Cut;JORDAN3:func.3:3R_Cut163,6024 LE;JORDAN3:pred.2:2LE207,7754 LT;JORDAN3:pred.3:3LT217,8014 B_Cut;JORDAN3:func.4:4B_Cut254,9233 jordan4.abs, S_Drop;JORDAN4:func.1:1S_Drop120,4144 is_a_part>_of;JORDAN4:pred.1:1is_a_part>_of141,4764 is_a_part<_of;JORDAN4:pred.2:2is_a_part<_of152,5112 is_a_part_of;JORDAN4:pred.3:3is_a_part_of163,5463 Lower;JORDAN4:func.2:2Lower338,12641 Upper;JORDAN4:func.3:3Upper344,12911 jordan5c.abs, First_Point;JORDAN5C:func.1:1First_Point48,2267 Last_Point;JORDAN5C:func.2:2Last_Point81,3615 LE;JORDAN5C:pred.1:1LE109,4637 jordan5d.abs, i_s_w;JORDAN5D:func.1:1i_s_w227,8484 i_n_w;JORDAN5D:func.2:2i_n_w231,8599 i_s_e;JORDAN5D:func.3:3i_s_e235,8714 i_n_e;JORDAN5D:func.4:4i_n_e239,8844 i_w_s;JORDAN5D:func.5:5i_w_s243,8974 i_e_s;JORDAN5D:func.6:6i_e_s247,9089 i_w_n;JORDAN5D:func.7:7i_w_n251,9204 i_e_n;JORDAN5D:func.8:8i_e_n255,9339 n_s_w;JORDAN5D:func.9:9n_s_w273,9917 n_n_w;JORDAN5D:func.10:10n_n_w277,10021 n_s_e;JORDAN5D:func.11:11n_s_e281,10126 n_n_e;JORDAN5D:func.12:12n_n_e285,10231 n_w_s;JORDAN5D:func.13:13n_w_s289,10336 n_e_s;JORDAN5D:func.14:14n_e_s293,10441 n_w_n;JORDAN5D:func.15:15n_w_n297,10546 n_e_n;JORDAN5D:func.16:16n_e_n301,10651 jordan6.abs, x_Middle;JORDAN6:func.1:1x_Middle109,4392 y_Middle;JORDAN6:func.2:2y_Middle118,4641 L_Segment;JORDAN6:func.3:3L_Segment149,5583 R_Segment;JORDAN6:func.4:4R_Segment156,5768 Segment;JORDAN6:func.5:5Segment196,6993 Vertical_Line;JORDAN6:func.6:6Vertical_Line224,7907 Horizontal_Line;JORDAN6:func.7:7Horizontal_Line227,8024 Upper_Arc;JORDAN6:func.8:8Upper_Arc343,12144 Lower_Arc;JORDAN6:func.9:9Lower_Arc359,12647 LE;JORDAN6:pred.1:1LE413,14655 Lower_Middle_Point;JORDAN6:func.10:10Lower_Middle_Point457,16175 Upper_Middle_Point;JORDAN6:func.11:11Upper_Middle_Point461,16337 jordan7.abs, Segment;JORDAN7:func.1:1Segment54,2388 jordan8.abs, Gauge;JORDAN8:func.1:1Gauge88,3318 jordan9.abs, Cage;JORDAN9:func.1:1Cage203,7893 jordan_a.abs, Eucl_dist;JORDAN_A:func.1:1Eucl_dist82,3435 continuous;JORDAN_A:attr.0:1continuous90,3650 Segmentation;JORDAN_A:mode.1:1Segmentation168,5819 Segm;JORDAN_A:func.2:2Segm200,6993 diameter;JORDAN_A:func.3:3diameter257,8539 diameter;JORDAN_A:func.4:4diameter266,8706 S-Gap;JORDAN_A:func.5:5S-Gap288,9300 jordan.abs, `1;JORDAN:func.1:1`1395,13513 `2;JORDAN:func.2:2`2396,13550 diffX2_1;JORDAN:func.3:3diffX2_1401,13636 diffX2_2;JORDAN:func.4:4diffX2_2405,13793 diffX1_X2_1;JORDAN:func.5:5diffX1_X2_1412,13967 diffX1_X2_2;JORDAN:func.6:6diffX1_X2_2416,14128 Proj2_1;JORDAN:func.7:7Proj2_1420,14289 Proj2_2;JORDAN:func.8:8Proj2_2424,14438 DiskProj;JORDAN:func.9:9DiskProj467,15661 RotateCircle;JORDAN:func.10:10RotateCircle489,16382 knaster.abs, c=-monotone;KNASTER:attr.1:1c=-monotone58,2259 lfp;KNASTER:func.1:1lfp72,2557 gfp;KNASTER:func.2:2gfp75,2660 +.;KNASTER:func.3:3+.135,4183 -.;KNASTER:func.4:4-.142,4469 +.;KNASTER:func.5:5+.186,5630 -.;KNASTER:func.6:6-.192,5778 with_suprema;KNASTER:attr.2:2with_suprema197,5886 with_infima;KNASTER:attr.3:3with_infima203,6111 latt;KNASTER:func.7:7latt218,6526 FixPoints;KNASTER:func.8:8FixPoints294,8737 lfp;KNASTER:func.9:9lfp321,9391 gfp;KNASTER:func.10:10gfp324,9489 kolmog01.abs, Indep;KOLMOG01:func.1:1Indep62,2530 ManySortedSigmaField;KOLMOG01:mode.1:1ManySortedSigmaField104,4042 is_independent_wrt;KOLMOG01:pred.1:1is_independent_wrt113,4334 SigmaSection;KOLMOG01:mode.2:2SigmaSection123,4633 is_independent_wrt;KOLMOG01:pred.2:2is_independent_wrt132,4902 |;KOLMOG01:func.2:2|142,5196 Union;KOLMOG01:func.3:3Union148,5385 sigUn;KOLMOG01:func.4:4sigUn154,5581 futSigmaFields;KOLMOG01:func.5:5futSigmaFields162,5796 tailSigmaField;KOLMOG01:func.6:6tailSigmaField179,6287 MeetSections;KOLMOG01:func.7:7MeetSections194,6735 finSigmaFields;KOLMOG01:func.8:8finSigmaFields230,8049 kurato_0.abs, Union;KURATO_0:func.1:1Union52,1830 meet;KURATO_0:func.2:2meet53,1870 lim_inf;KURATO_0:func.3:3lim_inf60,2021 lim_sup;KURATO_0:func.4:4lim_sup65,2182 non-ascending;KURATO_0:attr.1:1non-ascending145,4892 non-descending;KURATO_0:attr.2:2non-descending149,5003 convergent;KURATO_0:attr.3:3convergent172,5659 Lim_K;KURATO_0:func.4:5Lim_K195,6126 kurato_1.abs, -;KURATO_1:func.0:1-36,1518 Kurat14Part;KURATO_1:func.1:2Kurat14Part44,1612 Kurat14Set;KURATO_1:func.2:3Kurat14Set56,1801 Kurat14ClPart;KURATO_1:func.3:4Kurat14ClPart77,2461 Kurat14OpPart;KURATO_1:func.4:5Kurat14OpPart81,2579 Kurat7Set;KURATO_1:func.5:6Kurat7Set106,3092 KurExSet;KURATO_1:func.6:7KurExSet128,3618 Cl-closed;KURATO_1:attr.1:1Cl-closed362,9252 Int-closed;KURATO_1:attr.2:2Int-closed365,9351 kurato_2.abs, SetSequence;KURATO_2:mode.0:1SetSequence44,2135 Lim_inf;KURATO_2:func.1:1Lim_inf133,4981 Lim_sup;KURATO_2:func.2:2Lim_sup228,8489 lang1.abs, DTConstrStr;LANG1:struct.1:1DTConstrStr37,1585 GrammarStr;LANG1:struct.2:2GrammarStr46,1772 Symbol;LANG1:mode.0:1Symbol56,2015 String;LANG1:mode.0:2String57,2051 ==>;LANG1:pred.1:1==>67,2239 Terminals;LANG1:func.1:1Terminals75,2329 NonTerminals;LANG1:func.2:2NonTerminals78,2418 ==>;LANG1:pred.2:2==>88,2610 is_derivable_from;LANG1:pred.3:3is_derivable_from110,3032 Lang;LANG1:func.3:3Lang132,3544 {;LANG1:func.4:4{149,4210 {;LANG1:func.5:5{151,4281 EmptyGrammar;LANG1:func.6:6EmptyGrammar156,4356 SingleGrammar;LANG1:func.7:7SingleGrammar161,4494 IterGrammar;LANG1:func.8:8IterGrammar166,4653 TotalGrammar;LANG1:func.9:9TotalGrammar183,5036 efective;LANG1:attr.3:1efective226,5938 finite;LANG1:attr.4:2finite236,6196 NonTerminals;LANG1:func.10:10NonTerminals247,6397 *;LANG1:func.11:11*252,6544 *;LANG1:func.12:12*259,6656 [*];LANG1:func.13:13[*]272,6893 .;LANG1:func.14:14.279,7052 laplace.abs, .;LAPLACE:func.1:1.77,3056 Delete;LAPLACE:func.2:2Delete123,4791 ReplaceCol;LAPLACE:func.3:3ReplaceCol147,5554 RCol;LAPLACE:func.3:4RCol160,5899 Rem;LAPLACE:func.4:5Rem184,6525 Minor;LAPLACE:func.5:6Minor213,7505 Cofactor;LAPLACE:func.6:7Cofactor222,7658 Matrix_of_Cofactor;LAPLACE:func.7:8Matrix_of_Cofactor238,8123 LaplaceExpL;LAPLACE:func.8:9LaplaceExpL250,8377 LaplaceExpC;LAPLACE:func.9:10LaplaceExpC260,8589 <*;LAPLACE:func.10:11<*324,10613 *;LAPLACE:func.11:12*331,10738 *;LAPLACE:func.12:13*334,10806 latsubgr.abs, carr;LATSUBGR:func.1:1carr90,3642 meet;LATSUBGR:func.2:2meet126,4811 FuncLatt;LATSUBGR:func.3:3FuncLatt169,6219 latsum_1.abs, tolerates;LATSUM_1:pred.1:1tolerates36,1321 [*];LATSUM_1:func.1:1[*]48,1632 lattice2.abs, absorbs;LATTICE2:pred.1:1absorbs73,2092 doesn't_absorb;LATTICE2:pred.1:2doesn't_absorb82,2260 .:;LATTICE2:func.1:1.:97,2660 FinJoin;LATTICE2:func.2:2FinJoin200,5150 FinMeet;LATTICE2:func.3:3FinMeet203,5240 D0_Lattice;LATTICE2:mode.0:1D0_Lattice364,9221 Heyting;LATTICE2:attr.1:1Heyting389,9816 H_Lattice;LATTICE2:mode.0:2H_Lattice405,10103 lattice3.abs, BooleLatt;LATTICE3:func.1:1BooleLatt34,1330 LattRel;LATTICE3:func.2:2LattRel89,2439 LattPOSet;LATTICE3:func.3:3LattPOSet94,2532 %;LATTICE3:func.4:4%110,2891 %;LATTICE3:func.5:5%117,3023 ~;LATTICE3:func.6:6~130,3223 ~;LATTICE3:func.7:7~135,3293 ~;LATTICE3:func.8:8~158,3716 ~;LATTICE3:func.9:9~165,3829 is_<=_than;LATTICE3:pred.1:1is_<=_than175,3996 is_<=_than;LATTICE3:pred.2:2is_<=_than178,4093 is_>=_than;LATTICE3:pred.1:3is_>=_than186,4255 is_>=_than;LATTICE3:pred.2:4is_>=_than187,4327 with_suprema;LATTICE3:attr.1:1with_suprema192,4382 with_infima;LATTICE3:attr.2:2with_infima197,4575 complete;LATTICE3:attr.3:3complete217,5078 "\/";LATTICE3:func.10:10"\/"244,5756 "/\";LATTICE3:func.11:11"/\"257,6103 "/\";LATTICE3:func.12:12"/\"285,6880 "\/";LATTICE3:func.13:13"\/"291,7008 latt;LATTICE3:func.14:14latt308,7371 is_less_than;LATTICE3:pred.3:5is_less_than321,7657 is_less_than;LATTICE3:pred.4:6is_less_than325,7758 is_greater_than;LATTICE3:pred.3:7is_greater_than333,7933 is_greater_than;LATTICE3:pred.4:8is_greater_than334,7985 complete;LATTICE3:attr.4:4complete347,8324 \/-distributive;LATTICE3:attr.5:5\/-distributive352,8499 /\-distributive;LATTICE3:attr.6:6/\-distributive361,8870 "\/";LATTICE3:func.15:15"\/"420,10376 "/\";LATTICE3:func.16:16"/\"429,10576 "\/";LATTICE3:func.15:17"\/"436,10755 "/\";LATTICE3:func.16:18"/\"436,10755 lattice4.abs, Homomorphism;LATTICE4:mode.1:1Homomorphism63,2159 are_isomorphic;LATTICE4:pred.0:1are_isomorphic85,2692 preserves_implication;LATTICE4:pred.1:2preserves_implication92,2811 preserves_top;LATTICE4:pred.2:3preserves_top96,2902 preserves_bottom;LATTICE4:pred.3:4preserves_bottom100,2973 preserves_complement;LATTICE4:pred.4:5preserves_complement104,3053 ClosedSubset;LATTICE4:mode.0:2ClosedSubset113,3156 FinJoin;LATTICE4:func.1:1FinJoin132,3514 FinMeet;LATTICE4:func.2:2FinMeet135,3592 Field;LATTICE4:mode.2:3Field258,6556 field_by;LATTICE4:func.3:3field_by280,6981 SetImp;LATTICE4:func.4:4SetImp288,7112 comp;LATTICE4:func.5:5comp306,7463 lattice5.abs, EqRelLATT;LATTICE5:func.1:1EqRelLATT59,2521 complete;LATTICE5:attr.0:1complete96,3537 Homomorphism;LATTICE5:mode.0:1Homomorphism117,4004 Sublattice;LATTICE5:mode.0:2Sublattice128,4246 are_joint_by;LATTICE5:pred.1:1are_joint_by145,4631 type_of;LATTICE5:func.2:2type_of174,5729 BiFunction;LATTICE5:mode.0:3BiFunction199,6654 .;LATTICE5:func.3:3.206,6835 symmetric;LATTICE5:attr.1:2symmetric214,6954 zeroed;LATTICE5:attr.2:3zeroed223,7113 u.t.i.;LATTICE5:attr.3:4u.t.i.227,7210 distance_function;LATTICE5:mode.0:4distance_function242,7504 alpha;LATTICE5:func.4:4alpha248,7648 new_set;LATTICE5:func.5:5new_set267,8120 new_bi_fun;LATTICE5:func.6:6new_bi_fun281,8385 DistEsti;LATTICE5:func.7:7DistEsti322,9890 ConsecutiveSet;LATTICE5:func.8:8ConsecutiveSet339,10262 QuadrSeq;LATTICE5:mode.1:5QuadrSeq371,11073 Quadr;LATTICE5:func.9:9Quadr387,11465 BiFun;LATTICE5:func.10:10BiFun403,11810 ConsecutiveDelta;LATTICE5:func.11:11ConsecutiveDelta414,11976 ConsecutiveDelta;LATTICE5:func.12:12ConsecutiveDelta450,13214 NextSet;LATTICE5:func.13:13NextSet481,14245 NextDelta;LATTICE5:func.14:14NextDelta496,14501 NextDelta;LATTICE5:func.15:15NextDelta505,14673 is_extension_of;LATTICE5:pred.2:2is_extension_of512,14865 ExtensionSeq;LATTICE5:mode.2:6ExtensionSeq527,15384 BasicDF;LATTICE5:func.16:16BasicDF546,16060 lattice6.abs, %;LATTICE6:func.1:1%45,1679 %;LATTICE6:func.2:2%54,1854 noetherian;LATTICE6:attr.1:1noetherian67,2080 co-noetherian;LATTICE6:attr.2:2co-noetherian71,2159 is-upper-neighbour-of;LATTICE6:pred.1:1is-upper-neighbour-of96,2694 is-lower-neighbour-of;LATTICE6:pred.1:2is-lower-neighbour-of106,2909 *';LATTICE6:func.3:3*'146,4341 *';LATTICE6:func.4:4*'150,4452 completely-meet-irreducible;LATTICE6:attr.3:3completely-meet-irreducible159,4634 completely-join-irreducible;LATTICE6:attr.4:4completely-join-irreducible163,4711 atomic;LATTICE6:attr.5:5atomic229,7090 co-atomic;LATTICE6:attr.6:6co-atomic233,7171 atomic;LATTICE6:attr.7:7atomic249,7566 supremum-dense;LATTICE6:attr.8:8supremum-dense268,7933 infimum-dense;LATTICE6:attr.9:9infimum-dense272,8062 MIRRS;LATTICE6:func.5:5MIRRS294,8772 JIRRS;LATTICE6:func.6:6JIRRS298,8897 lattice7.abs, c=;LATTICE7:pred.1:1c=36,1632 Chain;LATTICE7:mode.1:1Chain50,1884 height;LATTICE7:func.1:1height65,2248 <(1);LATTICE7:pred.2:2<(1)112,3625 max;LATTICE7:func.2:2max125,3968 Join-IRR;LATTICE7:func.3:3Join-IRR137,4251 LOWER;LATTICE7:func.4:4LOWER160,4978 Ring_of_sets;LATTICE7:mode.2:2Ring_of_sets175,5433 lattice8.abs, finitely_typed;LATTICE8:attr.1:1finitely_typed42,1945 has_a_representation_of_type<=;LATTICE8:pred.1:1has_a_representation_of_type<=56,2438 new_set2;LATTICE8:func.1:1new_set2122,4616 new_bi_fun2;LATTICE8:func.2:2new_bi_fun2137,4922 ConsecutiveSet2;LATTICE8:func.3:3ConsecutiveSet2180,6559 Quadr2;LATTICE8:func.4:4Quadr2222,7770 ConsecutiveDelta2;LATTICE8:func.5:5ConsecutiveDelta2235,8072 ConsecutiveDelta2;LATTICE8:func.6:6ConsecutiveDelta2278,9763 NextSet2;LATTICE8:func.7:7NextSet2317,11361 NextDelta2;LATTICE8:func.8:8NextDelta2334,11717 NextDelta2;LATTICE8:func.9:9NextDelta2344,11947 is_extension2_of;LATTICE8:pred.2:2is_extension2_of353,12196 ExtensionSeq2;LATTICE8:mode.1:1ExtensionSeq2370,12836 lattices.abs, /\-SemiLattStr;LATTICES:struct.1:1/\-SemiLattStr28,1015 \/-SemiLattStr;LATTICES:struct.2:2\/-SemiLattStr33,1124 LattStr;LATTICES:struct.3:3LattStr38,1234 "\/";LATTICES:func.1:1"\/"61,1850 "/\";LATTICES:func.2:2"/\"68,2008 [=;LATTICES:pred.1:1[=75,2166 join-commutative;LATTICES:attr.4:1join-commutative83,2274 join-associative;LATTICES:attr.5:2join-associative87,2383 meet-commutative;LATTICES:attr.6:3meet-commutative95,2562 meet-associative;LATTICES:attr.7:4meet-associative99,2671 meet-absorbing;LATTICES:attr.8:5meet-absorbing107,2843 join-absorbing;LATTICES:attr.9:6join-absorbing111,2952 Lattice-like;LATTICES:attr.10:7Lattice-like119,3107 Lattice;LATTICES:mode.0:1Lattice143,3842 "\/";LATTICES:func.3:3"\/"148,3985 "/\";LATTICES:func.4:4"/\"154,4119 distributive;LATTICES:attr.11:8distributive160,4208 modular;LATTICES:attr.12:9modular168,4385 lower-bounded;LATTICES:attr.13:10lower-bounded176,4566 upper-bounded;LATTICES:attr.14:11upper-bounded185,4763 D_Lattice;LATTICES:mode.0:2D_Lattice197,5020 M_Lattice;LATTICES:mode.0:3M_Lattice198,5062 0_Lattice;LATTICES:mode.0:40_Lattice199,5099 1_Lattice;LATTICES:mode.0:51_Lattice200,5142 bounded;LATTICES:attr.15:12bounded205,5233 01_Lattice;LATTICES:mode.0:601_Lattice221,5554 Bottom;LATTICES:func.5:5Bottom228,5676 Top;LATTICES:func.6:6Top238,5884 is_a_complement_of;LATTICES:pred.2:2is_a_complement_of246,6074 complemented;LATTICES:attr.16:13complemented254,6253 C_Lattice;LATTICES:mode.0:7C_Lattice265,6472 Boolean;LATTICES:attr.17:14Boolean270,6565 B_Lattice;LATTICES:mode.0:8B_Lattice286,6904 [=;LATTICES:pred.3:3[=323,7997 `;LATTICES:func.7:7`395,9957 initial;LATTICES:attr.18:15initial433,10573 final;LATTICES:attr.19:16final436,10679 meet-closed;LATTICES:attr.20:17meet-closed439,10783 join-closed;LATTICES:attr.21:18join-closed442,10900 lexbfs.abs, with_finite-elements;LEXBFS:attr.0:1with_finite-elements52,2368 .\/;LEXBFS:func.1:1.\/62,2572 natsubset-yielding;LEXBFS:attr.1:2natsubset-yielding83,3101 .;LEXBFS:func.2:2.95,3337 .incSubset;LEXBFS:func.3:3.incSubset104,3569 max;LEXBFS:func.4:4max115,3878 iterative;LEXBFS:attr.2:3iterative130,4144 eventually-constant;LEXBFS:attr.3:4eventually-constant138,4299 preVNumberingSeq;LEXBFS:mode.1:1preVNumberingSeq176,5326 .;LEXBFS:func.5:5.184,5553 vertex-numbering;LEXBFS:attr.4:5vertex-numbering189,5683 VNumberingSeq;LEXBFS:mode.0:2VNumberingSeq212,6249 .PickedAt;LEXBFS:func.6:6.PickedAt217,6396 `1;LEXBFS:func.7:7`1299,9357 `2;LEXBFS:func.8:8`2305,9511 LexBFS:Labeling;LEXBFS:mode.0:3LexBFS:Labeling310,9595 LexBFS:Init;LEXBFS:func.9:9LexBFS:Init322,9872 LexBFS:PickUnnumbered;LEXBFS:func.10:10LexBFS:PickUnnumbered330,10050 LexBFS:Update;LEXBFS:func.11:11LexBFS:Update345,10689 LexBFS:Step;LEXBFS:func.12:12LexBFS:Step368,11557 LexBFS:LabelingSeq;LEXBFS:mode.2:4LexBFS:LabelingSeq378,11770 .;LEXBFS:func.13:13.386,11981 .Result();LEXBFS:func.14:14.Result()391,12092 ``1;LEXBFS:func.15:15``1396,12217 LexBFS:CSeq;LEXBFS:func.16:16LexBFS:CSeq404,12361 .;LEXBFS:func.17:17.420,12754 with_property_L3;LEXBFS:attr.5:6with_property_L3561,18096 MCS:Labeling;LEXBFS:mode.0:5MCS:Labeling588,19089 MCS:Init;LEXBFS:func.18:18MCS:Init594,19244 MCS:PickUnnumbered;LEXBFS:func.19:19MCS:PickUnnumbered601,19410 MCS:LabelAdjacent;LEXBFS:func.20:20MCS:LabelAdjacent612,19788 MCS:Update;LEXBFS:func.21:21MCS:Update620,20023 MCS:Step;LEXBFS:func.22:22MCS:Step630,20274 MCS:LabelingSeq;LEXBFS:mode.3:6MCS:LabelingSeq639,20476 .;LEXBFS:func.23:23.647,20678 .Result();LEXBFS:func.24:24.Result()652,20783 ``1;LEXBFS:func.25:25``1657,20902 MCS:CSeq;LEXBFS:func.26:26MCS:CSeq665,21046 with_property_T;LEXBFS:attr.6:7with_property_T776,24832 lfuzzy_0.abs, real;LFUZZY_0:attr.1:1real40,1943 interval;LFUZZY_0:attr.2:2interval50,2177 RealPoset;LFUZZY_0:func.1:1RealPoset83,2870 <<=;LFUZZY_0:pred.0:1<<=97,3114 >>=;LFUZZY_0:pred.0:2>>=98,3144 ~<=;LFUZZY_0:pred.0:3~<=99,3174 ~>=;LFUZZY_0:pred.0:4~>=100,3204 max;LFUZZY_0:func.2:2max118,3579 min;LFUZZY_0:func.3:3min124,3699 FuzzyLattice;LFUZZY_0:func.4:4FuzzyLattice222,6314 @;LFUZZY_0:func.5:5@245,6894 @;LFUZZY_0:func.6:6@253,7034 .;LFUZZY_0:func.7:7.262,7208 .;LFUZZY_0:func.8:8.269,7388 .;LFUZZY_0:func.9:9.276,7553 lfuzzy_1.abs, is_less_than;LFUZZY_1:pred.1:1is_less_than48,2084 min;LFUZZY_1:func.1:1min78,3003 max;LFUZZY_1:func.2:2max80,3046 reflexive;LFUZZY_1:attr.1:1reflexive95,3370 reflexive;LFUZZY_1:attr.1:2reflexive104,3513 symmetric;LFUZZY_1:attr.2:3symmetric113,3695 symmetric;LFUZZY_1:attr.2:4symmetric122,3839 transitive;LFUZZY_1:attr.3:5transitive131,4029 transitive;LFUZZY_1:attr.3:6transitive140,4172 antisymmetric;LFUZZY_1:attr.4:7antisymmetric148,4382 chi;LFUZZY_1:func.3:3chi192,5458 iter;LFUZZY_1:func.4:4iter238,6765 TrCl;LFUZZY_1:func.5:5TrCl274,7593 limfunc1.abs, left_open_halfline;LIMFUNC1:func.0:1left_open_halfline45,1914 left_closed_halfline;LIMFUNC1:func.1:2left_closed_halfline50,2002 right_closed_halfline;LIMFUNC1:func.2:3right_closed_halfline53,2091 right_open_halfline;LIMFUNC1:func.3:4right_open_halfline56,2181 divergent_to+infty;LIMFUNC1:attr.1:1divergent_to+infty84,2936 divergent_to-infty;LIMFUNC1:attr.2:2divergent_to-infty88,3039 convergent_in+infty;LIMFUNC1:attr.3:3convergent_in+infty250,8145 divergent_in+infty_to+infty;LIMFUNC1:attr.4:4divergent_in+infty_to+infty256,8349 divergent_in+infty_to-infty;LIMFUNC1:attr.5:5divergent_in+infty_to-infty262,8547 convergent_in-infty;LIMFUNC1:attr.6:6convergent_in-infty268,8745 divergent_in-infty_to+infty;LIMFUNC1:attr.7:7divergent_in-infty_to+infty274,8949 divergent_in-infty_to-infty;LIMFUNC1:attr.8:8divergent_in-infty_to-infty280,9149 lim_in+infty;LIMFUNC1:func.4:5lim_in+infty464,16867 lim_in-infty;LIMFUNC1:func.5:6lim_in-infty476,17090 limfunc2.abs, is_left_convergent_in;LIMFUNC2:pred.1:1is_left_convergent_in66,2581 is_left_divergent_to+infty_in;LIMFUNC2:pred.2:2is_left_divergent_to+infty_in72,2832 is_left_divergent_to-infty_in;LIMFUNC2:pred.3:3is_left_divergent_to-infty_in78,3076 is_right_convergent_in;LIMFUNC2:pred.4:4is_right_convergent_in84,3320 is_right_divergent_to+infty_in;LIMFUNC2:pred.5:5is_right_divergent_to+infty_in91,3577 is_right_divergent_to-infty_in;LIMFUNC2:pred.6:6is_right_divergent_to-infty_in97,3823 lim_left;LIMFUNC2:func.1:1lim_left290,12003 lim_right;LIMFUNC2:func.2:2lim_right302,12260 limfunc3.abs, is_convergent_in;LIMFUNC3:pred.1:1is_convergent_in77,3055 is_divergent_to+infty_in;LIMFUNC3:pred.2:2is_divergent_to+infty_in84,3336 is_divergent_to-infty_in;LIMFUNC3:pred.3:3is_divergent_to-infty_in91,3609 lim;LIMFUNC3:func.1:1lim211,9145 lmod_5.abs, linearly-independent;LMOD_5:attr.1:1linearly-independent44,1673 linearly-dependent;LMOD_5:attr.1:2linearly-dependent54,1920 Lin;LMOD_5:func.1:1Lin92,2968 lmod_6.abs, Submodules;LMOD_6:func.0:1Submodules44,1537 trivial;LMOD_6:attr.0:1trivial64,1898 @;LMOD_6:func.1:2@84,2275 @;LMOD_6:func.2:3@96,2467 <:;LMOD_6:func.3:4<:126,2960 c=;LMOD_6:pred.1:1c=135,3103 lmod_7.abs, SUBMODULE_DOMAIN;LMOD_7:mode.1:1SUBMODULE_DOMAIN137,4781 Submodules;LMOD_7:func.1:1Submodules145,4925 Element;LMOD_7:mode.2:2Element151,5043 LINE;LMOD_7:mode.3:3LINE164,5252 LINE_DOMAIN;LMOD_7:mode.4:4LINE_DOMAIN171,5376 lines;LMOD_7:func.2:2lines179,5504 Element;LMOD_7:mode.5:5Element187,5649 HIPERPLANE;LMOD_7:mode.6:6HIPERPLANE195,5768 HIPERPLANE_DOMAIN;LMOD_7:mode.7:7HIPERPLANE_DOMAIN202,5919 hiperplanes;LMOD_7:func.3:3hiperplanes210,6059 Element;LMOD_7:mode.8:8Element218,6228 Sum;LMOD_7:func.4:4Sum225,6369 /\;LMOD_7:func.5:5/\228,6454 +;LMOD_7:func.6:6+245,6874 Vector;LMOD_7:mode.9:9Vector256,7065 ..;LMOD_7:func.7:7..276,7420 ..;LMOD_7:func.8:8..289,7589 -;LMOD_7:func.9:9-304,7848 +;LMOD_7:func.10:10+308,7945 COMPL;LMOD_7:func.11:11COMPL316,8084 ADD;LMOD_7:func.12:12ADD319,8153 .;LMOD_7:func.13:13.327,8261 .;LMOD_7:func.14:14.342,8494 *;LMOD_7:func.15:15*365,8915 LMULT;LMOD_7:func.16:16LMULT373,9030 /;LMOD_7:func.17:17/384,9201 /;LMOD_7:func.18:18/402,9543 lopban_1.abs, [;];LOPBAN_1:func.1:1[;]47,2213 FuncAdd;LOPBAN_1:func.2:2FuncAdd53,2342 FuncExtMult;LOPBAN_1:func.3:3FuncExtMult63,2593 FuncZero;LOPBAN_1:func.4:4FuncZero74,2903 RealVectSpace;LOPBAN_1:func.5:5RealVectSpace128,4390 .;LOPBAN_1:func.6:6.151,4931 homogeneous;LOPBAN_1:attr.1:1homogeneous173,5586 LinearOperator;LOPBAN_1:mode.0:1LinearOperator187,5880 LinearOperators;LOPBAN_1:func.7:7LinearOperators192,5998 R_VectorSpace_of_LinearOperators;LOPBAN_1:func.8:8R_VectorSpace_of_LinearOperators225,7199 .;LOPBAN_1:func.9:9.246,7885 Lipschitzian;LOPBAN_1:attr.2:2Lipschitzian277,8876 BoundedLinearOperators;LOPBAN_1:func.10:10BoundedLinearOperators295,9320 R_VectorSpace_of_BoundedLinearOperators;LOPBAN_1:func.11:11R_VectorSpace_of_BoundedLinearOperators330,10622 .;LOPBAN_1:func.12:12.353,11406 modetrans;LOPBAN_1:func.13:13modetrans374,12066 PreNorms;LOPBAN_1:func.14:14PreNorms383,12240 BoundedLinearOperatorsNorm;LOPBAN_1:func.15:15BoundedLinearOperatorsNorm399,12692 R_NormSpace_of_BoundedLinearOperators;LOPBAN_1:func.16:16R_NormSpace_of_BoundedLinearOperators417,13250 .;LOPBAN_1:func.17:17.454,14648 complete;LOPBAN_1:attr.3:3complete498,16181 RealBanachSpace;LOPBAN_1:mode.0:2RealBanachSpace510,16395 lopban_2.abs, *;LOPBAN_2:func.1:1*54,2562 +;LOPBAN_2:func.2:2+60,2717 *;LOPBAN_2:func.3:3*69,2981 *;LOPBAN_2:func.4:4*78,3207 FuncMult;LOPBAN_2:func.5:5FuncMult86,3414 FuncUnit;LOPBAN_2:func.6:6FuncUnit98,3736 Ring_of_BoundedLinearOperators;LOPBAN_2:func.7:7Ring_of_BoundedLinearOperators141,5140 R_Algebra_of_BoundedLinearOperators;LOPBAN_2:func.8:8R_Algebra_of_BoundedLinearOperators180,6483 BLAlgebra;LOPBAN_2:mode.0:1BLAlgebra211,7740 Normed_AlgebraStr;LOPBAN_2:struct.1:1Normed_AlgebraStr248,8784 R_Normed_Algebra_of_BoundedLinearOperators;LOPBAN_2:func.9:9R_Normed_Algebra_of_BoundedLinearOperators261,9145 Normed_Algebra;LOPBAN_2:mode.0:2Normed_Algebra310,11301 Banach_Algebra-like_1;LOPBAN_2:attr.2:1Banach_Algebra-like_1328,12015 Banach_Algebra-like_2;LOPBAN_2:attr.3:2Banach_Algebra-like_2331,12143 Banach_Algebra-like_3;LOPBAN_2:attr.4:3Banach_Algebra-like_3334,12221 Banach_Algebra-like;LOPBAN_2:attr.5:4Banach_Algebra-like341,12393 Banach_Algebra;LOPBAN_2:mode.0:3Banach_Algebra366,13125 lopban_3.abs, summable;LOPBAN_3:attr.1:1summable46,2155 Sum;LOPBAN_3:func.1:1Sum60,2391 norm_summable;LOPBAN_3:attr.2:2norm_summable68,2542 invertible;LOPBAN_3:attr.0:3invertible319,11704 *;LOPBAN_3:func.2:2*329,11916 *;LOPBAN_3:func.3:3*338,12127 *;LOPBAN_3:func.4:4*346,12316 ";LOPBAN_3:func.0:5"354,12530 ";LOPBAN_3:func.0:6"361,12678 GeoSeq;LOPBAN_3:func.5:7GeoSeq370,12816 #N;LOPBAN_3:func.6:8#N379,13030 lopban_4.abs, are_commutative;LOPBAN_4:pred.1:1are_commutative46,2018 rExpSeq;LOPBAN_4:func.1:1rExpSeq97,3310 Coef;LOPBAN_4:func.2:2Coef115,3837 Coef_e;LOPBAN_4:func.3:3Coef_e124,4051 Shift;LOPBAN_4:func.4:4Shift133,4289 Expan;LOPBAN_4:func.5:5Expan143,4473 Expan_e;LOPBAN_4:func.6:6Expan_e155,4725 Alfa;LOPBAN_4:func.7:7Alfa167,4982 Conj;LOPBAN_4:func.8:8Conj179,5259 exp_;LOPBAN_4:func.9:9exp_270,7980 exp;LOPBAN_4:func.10:10exp278,8152 lopban_5.abs, Ball;LOPBAN_5:func.1:1Ball55,2445 #;LOPBAN_5:func.2:2#84,3676 lopclset.abs, OpenClosedSet;LOPCLSET:func.1:1OpenClosedSet39,1617 \/;LOPCLSET:func.2:2\/63,2148 /\;LOPCLSET:func.3:3/\64,2203 T_join;LOPCLSET:func.4:4T_join69,2284 T_meet;LOPCLSET:func.5:5T_meet73,2423 OpenClosedSetLatt;LOPCLSET:func.6:6OpenClosedSetLatt103,3228 ultraset;LOPCLSET:func.7:7ultraset142,4091 UFilter;LOPCLSET:func.8:8UFilter160,4464 UFilter;LOPCLSET:func.9:9UFilter184,5097 StoneR;LOPCLSET:func.10:10StoneR189,5203 StoneSpace;LOPCLSET:func.11:11StoneSpace207,5489 StoneBLattice;LOPCLSET:func.12:12StoneBLattice227,5938 UFilter;LOPCLSET:func.13:13UFilter272,7027 lpspace1.abs, multi-closed;LPSPACE1:attr.1:1multi-closed43,2206 Mult_;LPSPACE1:func.1:1Mult_61,2662 .;LPSPACE1:func.2:2.104,4411 multpfunc;LPSPACE1:func.3:3multpfunc109,4488 multrealpfunc;LPSPACE1:func.4:4multrealpfunc117,4651 RealPFuncZero;LPSPACE1:func.5:5RealPFuncZero126,4859 RealPFuncUnit;LPSPACE1:func.6:6RealPFuncUnit133,4973 RLSp_PFunct;LPSPACE1:func.7:7RLSp_PFunct195,6657 -->;LPSPACE1:func.8:8-->225,7484 L1_Functions;LPSPACE1:func.9:9L1_Functions230,7621 RLSp_L1Funct;LPSPACE1:func.10:10RLSp_L1Funct250,8233 a.e.=;LPSPACE1:pred.1:1a.e.=276,9020 AlmostZeroFunctions;LPSPACE1:func.11:11AlmostZeroFunctions304,9715 RLSp_AlmostZeroFunct;LPSPACE1:func.12:12RLSp_AlmostZeroFunct323,10306 a.e-eq-class;LPSPACE1:func.13:13a.e-eq-class347,11074 CosetSet;LPSPACE1:func.14:14CosetSet380,12237 addCoset;LPSPACE1:func.15:15addCoset388,12494 zeroCoset;LPSPACE1:func.16:16zeroCoset398,12774 lmultCoset;LPSPACE1:func.17:17lmultCoset407,13028 Pre-L-Space;LPSPACE1:func.18:18Pre-L-Space417,13346 L-1-Norm;LPSPACE1:func.19:19L-1-Norm456,14668 L-1-Space;LPSPACE1:func.20:20L-1-Space465,14953 lpspace2.abs, geq_than_1;LPSPACE2:attr.1:1geq_than_167,3208 Lp_Functions;LPSPACE2:func.1:1Lp_Functions143,5364 RLSp_LpFunct;LPSPACE2:func.2:2RLSp_LpFunct226,8286 AlmostZeroLpFunctions;LPSPACE2:func.3:3AlmostZeroLpFunctions254,9223 RLSp_AlmostZeroLpFunct;LPSPACE2:func.4:4RLSp_AlmostZeroLpFunct274,9837 a.e-eq-class_Lp;LPSPACE2:func.5:5a.e-eq-class_Lp301,10726 CosetSet;LPSPACE2:func.6:6CosetSet375,13565 addCoset;LPSPACE2:func.7:7addCoset384,13860 zeroCoset;LPSPACE2:func.8:8zeroCoset392,14189 lmultCoset;LPSPACE2:func.9:9lmultCoset399,14419 Pre-Lp-Space;LPSPACE2:func.10:10Pre-Lp-Space409,14788 Lp-Norm;LPSPACE2:func.11:11Lp-Norm453,16354 Lp-Space;LPSPACE2:func.12:12Lp-Space463,16745 lp_space.abs, rto_power;LP_SPACE:func.1:1rto_power41,1911 the_set_of_RealSequences_l^;LP_SPACE:func.2:2the_set_of_RealSequences_l^51,2086 l_norm^;LP_SPACE:func.3:3l_norm^104,4276 l_Space^;LP_SPACE:func.4:4l_Space^188,8483 ltlaxio1.abs, LTLB_WFF;LTLAXIO1:func.0:1LTLB_WFF48,1796 TFALSUM;LTLAXIO1:func.0:2TFALSUM57,2013 'Us';LTLAXIO1:func.0:3'Us'61,2066 'not';LTLAXIO1:func.1:4'not'69,2236 'X';LTLAXIO1:func.2:5'X'72,2315 TVERUM;LTLAXIO1:func.3:6TVERUM78,2411 '&&';LTLAXIO1:func.4:7'&&'84,2516 'or';LTLAXIO1:func.5:8'or'90,2636 'G';LTLAXIO1:func.6:9'G'96,2757 'F';LTLAXIO1:func.7:10'F'102,2901 'U';LTLAXIO1:func.8:11'U'108,3011 'R';LTLAXIO1:func.9:12'R'114,3128 props;LTLAXIO1:func.10:13props122,3264 LTLModel;LTLAXIO1:mode.0:1LTLModel128,3410 SAT;LTLAXIO1:func.11:14SAT134,3514 |=;LTLAXIO1:pred.1:1|=201,5320 |=;LTLAXIO1:pred.2:2|=207,5431 |=;LTLAXIO1:pred.3:3|=213,5524 VAL;LTLAXIO1:func.12:15VAL246,6135 LTL_TAUT_OF_PL;LTLAXIO1:attr.1:1LTL_TAUT_OF_PL262,6600 with_LTL_axioms;LTLAXIO1:attr.2:2with_LTL_axioms273,6877 LTL_axioms;LTLAXIO1:func.13:16LTL_axioms286,7311 NEX_rule;LTLAXIO1:pred.4:4NEX_rule303,7677 MP_rule;LTLAXIO1:pred.5:5MP_rule307,7742 IND_rule;LTLAXIO1:pred.6:6IND_rule310,7798 axltl1;LTLAXIO1:attr.3:3axltl1320,7973 axltl1a;LTLAXIO1:attr.4:4axltl1a323,8061 axltl2;LTLAXIO1:attr.5:5axltl2326,8150 axltl3;LTLAXIO1:attr.6:6axltl3329,8241 axltl4;LTLAXIO1:attr.7:7axltl4332,8328 axltl5;LTLAXIO1:attr.8:8axltl5335,8436 axltl6;LTLAXIO1:attr.9:9axltl6338,8544 prc;LTLAXIO1:pred.7:7prc353,9004 |-;LTLAXIO1:pred.8:8|-362,9262 margrel1.abs, -->;MARGREL1:func.1:1-->39,1485 with_common_domain;MARGREL1:attr.0:1with_common_domain44,1584 relation;MARGREL1:mode.0:1relation55,1816 =;MARGREL1:pred.0:1=77,2257 the_arity_of;MARGREL1:func.2:2the_arity_of94,2519 relation_length;MARGREL1:mode.1:2relation_length101,2645 relation;MARGREL1:mode.2:3relation108,2780 relation;MARGREL1:mode.3:4relation121,3004 relations_on;MARGREL1:func.3:3relations_on128,3143 relation;MARGREL1:mode.0:5relation142,3416 =;MARGREL1:pred.1:2=159,3804 empty_rel;MARGREL1:func.4:4empty_rel174,4171 the_arity_of;MARGREL1:func.5:5the_arity_of187,4361 BOOLEAN;MARGREL1:func.6:6BOOLEAN199,4695 FALSE;MARGREL1:func.7:7FALSE209,4820 TRUE;MARGREL1:func.8:8TRUE210,4865 boolean;MARGREL1:attr.0:2boolean215,4942 'not';MARGREL1:func.0:9'not'229,5150 '&';MARGREL1:func.0:10'&'233,5261 'not';MARGREL1:func.9:11'not'240,5405 '&';MARGREL1:func.10:12'&'242,5483 ALL;MARGREL1:func.11:13ALL268,5986 ALL;MARGREL1:func.12:14ALL281,6151 boolean-valued;MARGREL1:attr.1:3boolean-valued292,6383 'not';MARGREL1:func.13:15'not'309,6658 '&';MARGREL1:func.14:16'&'315,6854 'not';MARGREL1:func.15:17'not'332,7212 '&';MARGREL1:func.16:18'&'336,7372 homogeneous;MARGREL1:attr.2:4homogeneous350,7681 quasi_total;MARGREL1:attr.3:5quasi_total358,7818 PFuncFinSequence;MARGREL1:mode.0:6PFuncFinSequence397,8700 homogeneous;MARGREL1:attr.4:6homogeneous403,8822 quasi_total;MARGREL1:attr.5:7quasi_total412,8994 <*;MARGREL1:func.17:19<*421,9184 arity;MARGREL1:func.18:20arity447,9744 arity;MARGREL1:func.19:21arity455,9959 PFuncsDomHQN;MARGREL1:mode.4:7PFuncsDomHQN470,10395 Element;MARGREL1:mode.5:8Element479,10624 mathmorp.abs, +;MATHMORP:func.1:1+36,1562 !;MATHMORP:func.2:2!45,1744 (-);MATHMORP:func.3:3(-)54,1917 (+);MATHMORP:func.0:4(+)65,2105 (O);MATHMORP:func.4:5(O)197,4741 (o);MATHMORP:func.5:6(o)206,4907 (.);MATHMORP:func.6:7(.)268,6248 (*);MATHMORP:func.7:8(*)318,7373 (&);MATHMORP:func.8:9(&)327,7550 (@);MATHMORP:func.9:10(@)336,7720 convex;MATHMORP:attr.0:1convex373,8673 matrix10.abs, Positive;MATRIX10:attr.1:1Positive38,1515 Negative;MATRIX10:attr.2:2Negative42,1612 Nonpositive;MATRIX10:attr.3:3Nonpositive46,1709 Nonnegative;MATRIX10:attr.4:4Nonnegative50,1811 is_less_than;MATRIX10:pred.1:1is_less_than58,1961 is_less_or_equal_with;MATRIX10:pred.2:2is_less_or_equal_with62,2073 |:;MATRIX10:func.1:1|:70,2238 -;MATRIX10:func.2:2-80,2437 +;MATRIX10:func.3:3+86,2516 -;MATRIX10:func.4:4-92,2598 *;MATRIX10:func.5:5*99,2704 matrix11.abs, 2Set;MATRIX11:func.0:12Set55,2441 Part_sgn;MATRIX11:func.1:2Part_sgn91,3213 sgn;MATRIX11:func.2:3sgn142,5231 ReplaceLine;MATRIX11:func.3:4ReplaceLine253,8718 RLine;MATRIX11:func.3:5RLine266,9069 *;MATRIX11:func.4:6*319,10913 addFinS;MATRIX11:func.5:7addFinS412,13951 matrix12.abs, InterchangeLine;MATRIX12:func.1:1InterchangeLine46,1665 ScalarXLine;MATRIX12:func.2:2ScalarXLine74,2478 RlineXScalar;MATRIX12:func.3:3RlineXScalar94,2994 ILine;MATRIX12:func.1:4ILine112,3502 SXLine;MATRIX12:func.2:5SXLine121,3657 RLineXS;MATRIX12:func.3:6RLineXS130,3811 InterchangeCol;MATRIX12:func.4:7InterchangeCol177,5056 ScalarXCol;MATRIX12:func.5:8ScalarXCol196,5476 RcolXScalar;MATRIX12:func.6:9RcolXScalar215,5873 ICol;MATRIX12:func.4:10ICol228,6183 SXCol;MATRIX12:func.5:11SXCol237,6336 RColXS;MATRIX12:func.6:12RColXS246,6488 matrix13.abs, Segm;MATRIX13:func.1:1Segm131,5399 *;MATRIX13:func.2:2*243,8948 {;MATRIX13:func.3:3{270,9503 {;MATRIX13:func.4:4{272,9557 Sgm;MATRIX13:func.5:5Sgm280,9749 Segm;MATRIX13:func.6:6Segm286,9917 EqSegm;MATRIX13:func.7:7EqSegm370,12432 the_rank_of;MATRIX13:func.8:8the_rank_of417,14012 lines;MATRIX13:func.0:9lines570,18910 without_repeated_line;MATRIX13:attr.0:1without_repeated_line571,18939 lines;MATRIX13:func.9:10lines577,19064 FinS2MX;MATRIX13:func.10:11FinS2MX590,19414 MX2FinS;MATRIX13:func.11:12MX2FinS598,19542 matrix14.abs, 0*;MATRIX14:func.1:10*44,1854 0*;MATRIX14:func.2:20*52,1985 |(;MATRIX14:func.0:3|(88,3095 Inv;MATRIX14:func.0:4Inv119,4020 Base_FinSeq;MATRIX14:func.3:5Base_FinSeq156,4954 SwapDiagonal;MATRIX14:func.4:6SwapDiagonal252,8391 matrix15.abs, ^^;MATRIX15:func.1:1^^125,5330 LineVec2Mx;MATRIX15:func.2:2LineVec2Mx182,7308 ColVec2Mx;MATRIX15:func.3:3ColVec2Mx185,7385 Solutions_of;MATRIX15:func.4:4Solutions_of220,8208 Solutions_of;MATRIX15:func.5:5Solutions_of383,14468 Solutions_of;MATRIX15:func.6:6Solutions_of400,14866 Space_of_Solutions_of;MATRIX15:func.7:7Space_of_Solutions_of422,15395 matrix16.abs, is_line_circulant_about;MATRIX16:pred.1:1is_line_circulant_about49,1866 line_circulant;MATRIX16:attr.1:1line_circulant59,2081 first-line-of-circulant;MATRIX16:attr.2:2first-line-of-circulant68,2284 is_col_circulant_about;MATRIX16:pred.2:2is_col_circulant_about78,2489 col_circulant;MATRIX16:attr.3:3col_circulant88,2699 first-col-of-circulant;MATRIX16:attr.4:4first-col-of-circulant97,2899 LCirc;MATRIX16:func.1:1LCirc107,3127 CCirc;MATRIX16:func.2:2CCirc117,3326 circulant;MATRIX16:attr.1:5circulant322,9341 is_anti-circular_about;MATRIX16:pred.3:3is_anti-circular_about331,9533 anti-circular;MATRIX16:attr.5:6anti-circular343,9847 first-line-of-anti-circular;MATRIX16:attr.6:7first-line-of-anti-circular352,10041 ACirc;MATRIX16:func.3:3ACirc362,10271 matrix17.abs, subsymmetric;MATRIX17:attr.1:1subsymmetric42,1829 Anti-subsymmetric;MATRIX17:attr.2:2Anti-subsymmetric96,2948 central_symmetric;MATRIX17:attr.3:3central_symmetric148,4160 is_symmetry_circulant_about;MATRIX17:pred.1:1is_symmetry_circulant_about203,5311 symmetry_circulant;MATRIX17:attr.4:4symmetry_circulant227,6040 first-symmetry-of-circulant;MATRIX17:attr.5:5first-symmetry-of-circulant236,6253 SCirc;MATRIX17:func.1:1SCirc245,6494 matrix_1.abs, tabular;MATRIX_1:attr.1:1tabular46,1878 Matrix;MATRIX_1:mode.0:1Matrix89,2624 Matrix;MATRIX_1:mode.1:2Matrix104,2903 Matrix;MATRIX_1:mode.0:3Matrix112,3049 Matrix;MATRIX_1:mode.0:4Matrix117,3138 Matrix;MATRIX_1:mode.0:5Matrix119,3197 Matrix;MATRIX_1:mode.0:6Matrix121,3262 width;MATRIX_1:func.1:1width158,4058 Indices;MATRIX_1:func.2:2Indices169,4330 *;MATRIX_1:func.3:3*180,4502 @;MATRIX_1:func.4:4@234,6114 @;MATRIX_1:func.5:5@245,6359 Line;MATRIX_1:func.6:6Line250,6426 Col;MATRIX_1:func.7:7Col254,6557 Line;MATRIX_1:func.8:8Line264,6738 Col;MATRIX_1:func.9:9Col265,6801 -Matrices_over;MATRIX_1:func.10:10-Matrices_over272,6921 0.;MATRIX_1:func.11:110.276,7026 1.;MATRIX_1:func.12:121.279,7105 -;MATRIX_1:func.13:13-286,7292 +;MATRIX_1:func.14:14+291,7420 diagonal;MATRIX_1:attr.2:2diagonal311,7857 Diagonal;MATRIX_1:mode.0:7Diagonal323,8060 -G_Matrix_over;MATRIX_1:func.15:15-G_Matrix_over342,8360 Values;MATRIX_1:func.16:16Values377,9324 matrix_2.abs, -->;MATRIX_2:func.1:1-->47,1924 -->;MATRIX_2:func.2:2-->55,2049 ][;MATRIX_2:func.3:3][66,2292 <*;MATRIX_2:func.4:4<*82,2726 <*;MATRIX_2:func.5:5<*89,2849 ][;MATRIX_2:func.6:6][98,3021 upper_triangular;MATRIX_2:attr.1:1upper_triangular108,3242 lower_triangular;MATRIX_2:attr.2:2lower_triangular112,3355 Upper_Triangular_Matrix;MATRIX_2:mode.0:1Upper_Triangular_Matrix129,3690 Lower_Triangular_Matrix;MATRIX_2:mode.0:2Lower_Triangular_Matrix130,3763 DelCol;MATRIX_2:func.7:7DelCol145,4133 DelLine;MATRIX_2:func.0:8DelLine180,5148 DelLine;MATRIX_2:func.8:9DelLine192,5328 Deleting;MATRIX_2:func.9:10Deleting199,5432 permutational;MATRIX_2:attr.3:3permutational208,5586 len;MATRIX_2:func.10:11len220,5817 len;MATRIX_2:func.11:12len228,5948 Element;MATRIX_2:mode.1:3Element233,6046 Permutations;MATRIX_2:func.12:13Permutations241,6208 Group_of_Perm;MATRIX_2:func.13:14Group_of_Perm265,6592 being_transposition;MATRIX_2:attr.4:4being_transposition301,7284 even;MATRIX_2:attr.5:5even310,7512 odd;MATRIX_2:attr.5:6odd321,7759 -;MATRIX_2:func.14:15-331,7931 FinOmega;MATRIX_2:func.15:16FinOmega340,8074 matrix_3.abs, 0.;MATRIX_3:func.1:10.48,2077 -;MATRIX_3:func.2:2-56,2209 +;MATRIX_3:func.3:3+66,2414 *;MATRIX_3:func.4:4*95,3133 *;MATRIX_3:func.5:5*107,3394 *;MATRIX_3:func.6:6*114,3519 *;MATRIX_3:func.7:7*124,3741 [:;MATRIX_3:func.8:8[:198,6170 *;MATRIX_3:func.9:9*206,6346 Path_matrix;MATRIX_3:func.10:10Path_matrix287,10135 Path_product;MATRIX_3:func.11:11Path_product296,10322 Det;MATRIX_3:func.12:12Det307,10579 diagonal_of_Matrix;MATRIX_3:func.13:13diagonal_of_Matrix322,10836 matrix_4.abs, -;MATRIX_4:func.1:1-36,1480 matrix_5.abs, COMPLEX2Field;MATRIX_5:func.1:1COMPLEX2Field42,1613 Field2COMPLEX;MATRIX_5:func.2:2Field2COMPLEX49,1738 +;MATRIX_5:func.3:3+70,2271 -;MATRIX_5:func.4:4-78,2433 -;MATRIX_5:func.5:5-85,2574 *;MATRIX_5:func.6:6*89,2691 *;MATRIX_5:func.7:7*97,2874 0_Cx;MATRIX_5:func.8:80_Cx134,3839 .;MATRIX_5:func.9:9.184,5546 matrix_6.abs, commutes_with;MATRIX_6:pred.1:1commutes_with37,1403 is_reverse_of;MATRIX_6:pred.2:2is_reverse_of47,1570 invertible;MATRIX_6:attr.1:1invertible57,1741 -;MATRIX_6:func.1:1-66,1895 +;MATRIX_6:func.2:2+72,1992 -;MATRIX_6:func.3:3-78,2091 *;MATRIX_6:func.4:4*79,2131 ~;MATRIX_6:func.5:5~111,2928 symmetric;MATRIX_6:attr.2:2symmetric158,4133 antisymmetric;MATRIX_6:attr.3:3antisymmetric203,5202 Orthogonal;MATRIX_6:attr.4:4Orthogonal256,6776 matrix_7.abs, *;MATRIX_7:func.1:1*92,3740 IFIN;MATRIX_7:func.2:2IFIN109,4210 diagonal;MATRIX_7:attr.1:1diagonal120,4452 ";MATRIX_7:func.3:3"138,4944 ";MATRIX_7:func.4:4"151,5293 matrix_8.abs, Idempotent;MATRIX_8:attr.1:1Idempotent37,1502 Nilpotent;MATRIX_8:attr.2:2Nilpotent41,1563 Involutory;MATRIX_8:attr.3:3Involutory45,1628 Self_Reversible;MATRIX_8:attr.4:4Self_Reversible49,1694 is_similar_to;MATRIX_8:pred.1:1is_similar_to170,4789 is_congruent_Matrix_of;MATRIX_8:pred.2:2is_congruent_Matrix_of210,5910 Trace;MATRIX_8:func.1:1Trace247,6933 matrix_9.abs, PPath_product;MATRIX_9:func.1:1PPath_product95,3140 Per;MATRIX_9:func.2:2Per105,3386 matrixc1.abs, *';MATRIXC1:func.1:1*'42,1895 @";MATRIXC1:func.2:2@"108,3825 FinSeq2Matrix;MATRIXC1:func.3:3FinSeq2Matrix117,3965 Matrix2FinSeq;MATRIXC1:func.4:4Matrix2FinSeq124,4159 mlt;MATRIXC1:func.5:5mlt131,4301 *;MATRIXC1:func.6:6*141,4494 *;MATRIXC1:func.7:7*153,4761 mlt;MATRIXC1:func.8:8mlt168,5163 FR2FC;MATRIXC1:func.9:9FR2FC211,6459 LineSum;MATRIXC1:func.10:10LineSum289,8998 ColSum;MATRIXC1:func.11:11ColSum297,9190 SumAll;MATRIXC1:func.12:12SumAll317,9731 QuadraticForm;MATRIXC1:func.13:13QuadraticForm333,10121 matrixj1.abs, min;MATRIXJ1:func.1:1min67,2512 Matrix-yielding;MATRIXJ1:attr.1:1Matrix-yielding100,3416 FinSequence_of_Matrix;MATRIXJ1:mode.0:1FinSequence_of_Matrix113,3621 FinSequence_of_Matrix;MATRIXJ1:mode.0:2FinSequence_of_Matrix118,3720 .;MATRIXJ1:func.2:2.130,3998 ^;MATRIXJ1:func.3:3^135,4066 <*;MATRIXJ1:func.4:4<*140,4148 <*;MATRIXJ1:func.5:5<*142,4214 |;MATRIXJ1:func.6:6|147,4303 /^;MATRIXJ1:func.7:7/^148,4354 Len;MATRIXJ1:func.8:8Len155,4496 Width;MATRIXJ1:func.9:9Width159,4618 Len;MATRIXJ1:func.10:10Len167,4772 Width;MATRIXJ1:func.11:11Width168,4831 block_diagonal;MATRIXJ1:func.12:12block_diagonal204,5541 block_diagonal;MATRIXJ1:func.13:13block_diagonal221,6072 Square-Matrix-yielding;MATRIXJ1:attr.2:2Square-Matrix-yielding326,9887 FinSequence_of_Square-Matrix;MATRIXJ1:mode.0:3FinSequence_of_Square-Matrix344,10215 FinSequence_of_Square-Matrix;MATRIXJ1:mode.0:4FinSequence_of_Square-Matrix350,10332 .;MATRIXJ1:func.14:14.362,10642 ^;MATRIXJ1:func.15:15^367,10720 <*;MATRIXJ1:func.16:16<*373,10835 <*;MATRIXJ1:func.17:17<*380,10982 |;MATRIXJ1:func.18:18|385,11078 /^;MATRIXJ1:func.19:19/^386,11136 block_diagonal;MATRIXJ1:func.20:20block_diagonal396,11335 Det;MATRIXJ1:func.21:21Det411,11782 Det;MATRIXJ1:func.22:22Det419,11930 1.;MATRIXJ1:func.23:231.452,12699 mlt;MATRIXJ1:func.24:24mlt482,13357 (+);MATRIXJ1:func.25:25(+)510,13969 (#);MATRIXJ1:func.26:26(#)549,14974 matrixj2.abs, Jordan_block;MATRIXJ2:func.1:1Jordan_block54,2572 Jordan_block;MATRIXJ2:func.2:2Jordan_block64,2847 Jordan-block-yielding;MATRIXJ2:attr.1:1Jordan-block-yielding106,4199 FinSequence_of_Jordan_block;MATRIXJ2:mode.0:1FinSequence_of_Jordan_block126,4574 FinSequence_of_Jordan_block;MATRIXJ2:mode.1:2FinSequence_of_Jordan_block132,4708 ^;MATRIXJ2:func.3:3^162,5434 |;MATRIXJ2:func.4:4|169,5573 /^;MATRIXJ2:func.5:5/^170,5630 ^;MATRIXJ2:func.6:6^176,5767 |;MATRIXJ2:func.7:7|183,5912 /^;MATRIXJ2:func.8:8/^184,5971 nilpotent;MATRIXJ2:attr.2:2nilpotent193,6177 degree_of_nilpotent;MATRIXJ2:func.9:9degree_of_nilpotent223,6974 deg;MATRIXJ2:func.9:10deg233,7222 matrixr1.abs, MXR2MXF;MATRIXR1:func.1:1MXR2MXF125,4390 MXF2MXR;MATRIXR1:func.2:2MXF2MXR132,4503 +;MATRIXR1:func.3:3+146,4873 -;MATRIXR1:func.4:4-163,5364 -;MATRIXR1:func.5:5-170,5489 *;MATRIXR1:func.6:6*173,5582 *;MATRIXR1:func.7:7*180,5735 0_Rmatrix;MATRIXR1:func.8:80_Rmatrix216,6784 ColVec2Mx;MATRIXR1:func.9:9ColVec2Mx263,8165 LineVec2Mx;MATRIXR1:func.10:10LineVec2Mx283,8758 *;MATRIXR1:func.11:11*308,9493 *;MATRIXR1:func.12:12*311,9579 matrixr2.abs, *;MATRIXR2:func.1:1*74,2982 MXR2MXF;MATRIXR2:func.2:2MXR2MXF176,6258 Det;MATRIXR2:func.3:3Det182,6362 1_Rmatrix;MATRIXR2:func.4:41_Rmatrix316,10757 0_Rmatrix;MATRIXR2:func.5:50_Rmatrix357,11849 Base_FinSeq;MATRIXR2:func.6:6Base_FinSeq367,12026 invertible;MATRIXR2:attr.1:1invertible397,12759 Inv;MATRIXR2:func.7:7Inv407,12971 matrlin2.abs, AutMt;MATRLIN2:func.1:1AutMt164,5790 |;MATRLIN2:func.2:2|170,5910 AutEqMt;MATRLIN2:func.3:3AutEqMt191,6657 Mx2Tran;MATRLIN2:func.4:4Mx2Tran219,7384 +;MATRLIN2:func.5:5+254,8351 *;MATRLIN2:func.6:6*304,9760 |;MATRLIN2:func.7:7|333,10792 |;MATRLIN2:func.8:8|341,10967 matrlin.abs, Del;MATRLIN:func.1:1Del46,2025 <*;MATRLIN:func.2:2<*66,2573 finite-dimensional;MATRLIN:attr.1:1finite-dimensional100,3493 OrdBasis;MATRLIN:mode.1:1OrdBasis114,3768 +;MATRLIN:func.3:3+137,4370 *;MATRLIN:func.4:4*148,4631 lmlt;MATRLIN:func.5:5lmlt172,5410 Sum;MATRLIN:func.6:6Sum182,5672 ^^;MATRLIN:func.7:7^^237,7357 ^;MATRLIN:func.8:8^244,7502 |--;MATRLIN:func.9:9|--301,9375 AutMt;MATRLIN:func.10:10AutMt332,10236 matroid0.abs, c/=;MATROID0:pred.0:1c/=39,1764 SubsetFamilyStr;MATROID0:mode.0:1SubsetFamilyStr43,1811 independent;MATROID0:attr.0:1independent49,1915 dependent;MATROID0:attr.0:2dependent50,1957 the_family_of;MATROID0:func.1:1the_family_of55,2042 independent;MATROID0:attr.0:3independent63,2202 subset-closed;MATROID0:attr.1:4subset-closed71,2329 with_exchange_property;MATROID0:attr.2:5with_exchange_property75,2416 Matroid;MATROID0:mode.0:2Matroid108,3287 finite-membered;MATROID0:attr.3:6finite-membered144,4380 finite-degree;MATROID0:attr.4:7finite-degree152,4516 ProdMatroid;MATROID0:func.2:2ProdMatroid187,5410 LinearlyIndependentSubsets;MATROID0:func.3:3LinearlyIndependentSubsets248,6914 is_maximal_independent_in;MATROID0:pred.1:2is_maximal_independent_in294,8292 Rnk;MATROID0:func.4:4Rnk320,9214 Rnk;MATROID0:func.5:5Rnk349,10117 Basis;MATROID0:mode.1:3Basis356,10243 is_dependent_on;MATROID0:pred.2:3is_dependent_on393,11152 Span;MATROID0:func.6:6Span408,11452 cycle;MATROID0:attr.5:8cycle438,12060 matrprob.abs, .;MATRPROB:func.1:1.46,1974 <*;MATRPROB:func.2:2<*51,2056 Sum;MATRPROB:func.3:3Sum143,5412 LineSum;MATRPROB:func.3:4LineSum151,5578 ColSum;MATRPROB:func.4:5ColSum160,5789 SumAll;MATRPROB:func.5:6SumAll174,6151 "*";MATRPROB:func.0:7"*"232,7914 QuadraticForm;MATRPROB:func.6:8QuadraticForm268,9202 ProbFinS;MATRPROB:attr.1:1ProbFinS322,11104 m-nonnegative;MATRPROB:attr.2:2m-nonnegative341,11539 with_sum=1;MATRPROB:attr.3:3with_sum=1349,11687 Joint_Probability;MATRPROB:attr.4:4Joint_Probability357,11795 with_line_sum=1;MATRPROB:attr.5:5with_line_sum=1386,12616 Conditional_Probability;MATRPROB:attr.6:6Conditional_Probability398,12887 Row_Marginal;MATRPROB:func.3:9Row_Marginal432,13818 Column_Marginal;MATRPROB:func.4:10Column_Marginal433,13858 matrtop1.abs, @;MATRTOP1:func.1:1@89,3464 @;MATRTOP1:func.2:2@96,3584 Mx2Tran;MATRTOP1:func.3:3Mx2Tran196,6199 matrtop3.abs, -support-yielding;MATRTOP3:attr.1:1-support-yielding70,3282 AxialSymmetry;MATRTOP3:func.1:1AxialSymmetry131,4603 Rotation;MATRTOP3:func.2:2Rotation174,5866 rotation;MATRTOP3:attr.2:2rotation245,8077 base_rotation;MATRTOP3:attr.3:3base_rotation256,8300 AutMt;MATRTOP3:func.3:3AutMt306,9510 mazurulm.abs, isometric;MAZURULM:attr.1:1isometric127,4013 Affine;MAZURULM:attr.2:2Affine135,4201 midpoints-preserving;MAZURULM:attr.3:3midpoints-preserving140,4361 -reflection;MAZURULM:func.1:1-reflection211,5997 mboolean.abs, bool;MBOOLEAN:func.1:1bool34,1187 union;MBOOLEAN:func.2:2union107,2890 mcart_1.abs, `1_3;MCART_1:func.1:1`1_3188,4953 `2_3;MCART_1:func.2:2`2_3192,5050 `3_3;MCART_1:func.3:3`3_3196,5147 `1_4;MCART_1:func.4:4`1_4259,6567 `2_4;MCART_1:func.5:5`2_4263,6667 `3_4;MCART_1:func.6:6`3_4267,6767 `4_4;MCART_1:func.7:7`4_4271,6868 [:;MCART_1:func.8:8[:447,12002 [:;MCART_1:func.9:9[:452,12094 [:;MCART_1:func.10:10[:457,12198 pr1;MCART_1:func.11:11pr1466,12334 pr2;MCART_1:func.12:12pr2470,12456 `11;MCART_1:func.13:13`11478,12611 `12;MCART_1:func.14:14`12481,12657 `21;MCART_1:func.15:15`21484,12703 `22;MCART_1:func.16:16`22487,12749 measure1.abs, \;MEASURE1:func.0:1\55,2089 compl-closed;MEASURE1:attr.0:1compl-closed76,2481 nonnegative;MEASURE1:attr.1:2nonnegative104,3209 additive;MEASURE1:attr.2:3additive113,3402 Measure;MEASURE1:mode.0:1Measure126,3702 \/;MEASURE1:func.1:2\/145,4279 /\;MEASURE1:func.2:3/\150,4397 \;MEASURE1:func.3:4\151,4437 measure_zero;MEASURE1:mode.1:2measure_zero166,4876 N_Sub_set_fam;MEASURE1:mode.0:3N_Sub_set_fam204,5938 sigma-additive;MEASURE1:attr.3:4sigma-additive229,6694 Sep_Sequence;MEASURE1:mode.0:4Sep_Sequence269,7594 rng;MEASURE1:func.4:5rng276,7749 sigma-additive;MEASURE1:attr.4:5sigma-additive310,8813 sigma_Measure;MEASURE1:mode.0:5sigma_Measure325,9126 measure_zero;MEASURE1:mode.2:6measure_zero369,10503 measure2.abs, N_Measure_fam;MEASURE2:mode.1:1N_Measure_fam44,1557 meet;MEASURE2:func.1:1meet56,1840 union;MEASURE2:func.2:2union57,1880 non-decreasing;MEASURE2:attr.1:1non-decreasing136,5095 non-increasing;MEASURE2:attr.2:2non-increasing153,5451 measure3.abs, N_Sub_fam;MEASURE3:mode.0:1N_Sub_fam54,1946 rng;MEASURE3:func.1:1rng61,2086 is_complete;MEASURE3:pred.1:1is_complete138,5105 thin;MEASURE3:mode.1:2thin149,5330 COM;MEASURE3:func.2:2COM159,5530 MeasPart;MEASURE3:func.3:3MeasPart172,5831 COM;MEASURE3:func.4:4COM216,7403 measure4.abs, C_Measure;MEASURE4:mode.1:1C_Measure55,2150 sigma_Field;MEASURE4:func.1:1sigma_Field68,2482 union;MEASURE4:func.2:2union118,3907 sigma_Meas;MEASURE4:func.3:3sigma_Meas124,4008 measure5.abs, ].;MEASURE5:func.1:1].41,1572 open_interval;MEASURE5:attr.1:1open_interval48,1736 closed_interval;MEASURE5:attr.2:2closed_interval52,1826 right_open_interval;MEASURE5:attr.3:3right_open_interval65,2098 left_closed_interval;MEASURE5:attr.3:4left_closed_interval73,2256 left_open_interval;MEASURE5:attr.4:5left_open_interval78,2369 right_closed_interval;MEASURE5:attr.4:6right_closed_interval86,2525 Interval;MEASURE5:mode.0:1Interval95,2748 diameter;MEASURE5:func.2:2diameter126,3640 measure6.abs, R_EAL;MEASURE6:func.1:1R_EAL54,2519 ++;MEASURE6:func.2:2++147,5370 without_zero;MEASURE6:attr.0:1without_zero194,6769 with_zero;MEASURE6:attr.0:2with_zero195,6831 without_zero;MEASURE6:attr.0:3without_zero200,6923 ";MEASURE6:func.3:3"238,7725 with_max;MEASURE6:attr.0:4with_max267,8499 with_min;MEASURE6:attr.0:5with_min268,8543 with_max;MEASURE6:attr.0:6with_max273,8633 with_min;MEASURE6:attr.0:7with_min276,8730 open;MEASURE6:attr.1:8open287,8957 closed;MEASURE6:attr.2:9closed290,9054 --;MEASURE6:func.4:4--299,9234 Inv;MEASURE6:func.5:5Inv350,10432 Cl;MEASURE6:func.6:6Cl378,11051 bounded_below;MEASURE6:attr.3:10bounded_below418,11886 bounded_above;MEASURE6:attr.4:11bounded_above421,11971 with_max;MEASURE6:attr.5:12with_max428,12115 with_min;MEASURE6:attr.6:13with_min431,12181 Inv;MEASURE6:func.0:7Inv461,13017 Inv;MEASURE6:func.7:8Inv468,13132 measure7.abs, On;MEASURE7:func.1:1On67,2864 Interval_Covering;MEASURE7:mode.1:1Interval_Covering101,4178 .;MEASURE7:func.2:2.111,4445 Interval_Covering;MEASURE7:mode.2:2Interval_Covering116,4532 vol;MEASURE7:func.3:3vol125,4778 .;MEASURE7:func.4:4.139,5144 vol;MEASURE7:func.5:5vol145,5284 vol;MEASURE7:func.6:6vol153,5491 vol;MEASURE7:func.7:7vol161,5644 Svc;MEASURE7:func.8:8Svc173,5970 COMPLEX;MEASURE7:func.9:9COMPLEX187,6240 OS_Meas;MEASURE7:func.10:10OS_Meas193,6337 On;MEASURE7:func.11:11On205,6628 OS_Meas;MEASURE7:func.12:12OS_Meas225,7302 Lmi_sigmaFIELD;MEASURE7:func.13:13Lmi_sigmaFIELD229,7365 L_mi;MEASURE7:func.14:14L_mi235,7476 measure8.abs, FinSequence;MEASURE8:mode.1:1FinSequence67,2694 Sep_FinSequence;MEASURE8:mode.0:2Sep_FinSequence80,2926 Sep_Sequence;MEASURE8:mode.0:3Sep_Sequence85,3019 Set_Sequence;MEASURE8:mode.2:4Set_Sequence90,3110 Covering;MEASURE8:mode.3:5Covering98,3244 .;MEASURE8:func.1:1.109,3436 Covering;MEASURE8:mode.4:6Covering114,3510 vol;MEASURE8:func.2:2vol124,3727 .;MEASURE8:func.3:3.135,3920 Volume;MEASURE8:func.4:4Volume140,4006 Svc;MEASURE8:func.5:5Svc151,4204 C_Meas;MEASURE8:func.6:6C_Meas165,4453 InvPairFunc;MEASURE8:func.7:7InvPairFunc172,4595 On;MEASURE8:func.8:8On179,4720 C_Meas;MEASURE8:func.9:9C_Meas219,5774 completely-additive;MEASURE8:attr.1:1completely-additive228,5944 *;MEASURE8:func.10:10*267,6994 *;MEASURE8:func.11:11*279,7322 is_extension_of;MEASURE8:pred.1:1is_extension_of326,8887 member_1.abs, -;MEMBER_1:func.1:1-41,1563 ";MEMBER_1:func.2:2"42,1605 *;MEMBER_1:func.3:3*44,1657 --;MEMBER_1:func.4:4--59,1946 --;MEMBER_1:func.5:5--107,2743 "";MEMBER_1:func.6:6""175,3918 "";MEMBER_1:func.7:7""213,4547 ++;MEMBER_1:func.8:8++279,5679 ++;MEMBER_1:func.9:9++325,6531 --;MEMBER_1:func.10:10--399,7917 --;MEMBER_1:func.11:11--456,8943 **;MEMBER_1:func.12:12**542,10504 **;MEMBER_1:func.13:13**597,11503 ///;MEMBER_1:func.14:14///683,13095 ///;MEMBER_1:func.15:15///749,14338 ++;MEMBER_1:func.16:16++840,16049 ++;MEMBER_1:func.17:17++893,17034 --;MEMBER_1:func.18:18--982,18698 --;MEMBER_1:func.19:19--1032,19617 --;MEMBER_1:func.20:20--1106,21035 --;MEMBER_1:func.21:21--1156,21942 **;MEMBER_1:func.22:22**1236,23458 **;MEMBER_1:func.23:23**1283,24372 ///;MEMBER_1:func.24:24///1390,26400 ///;MEMBER_1:func.25:25///1425,27040 ///;MEMBER_1:func.26:26///1499,28547 ///;MEMBER_1:func.27:27///1534,29187 membered.abs, complex-membered;MEMBERED:attr.1:1complex-membered32,1168 ext-real-membered;MEMBERED:attr.2:2ext-real-membered36,1253 real-membered;MEMBERED:attr.3:3real-membered40,1340 rational-membered;MEMBERED:attr.4:4rational-membered44,1419 integer-membered;MEMBERED:attr.5:5integer-membered48,1506 natural-membered;MEMBERED:attr.6:6natural-membered52,1591 c=;MEMBERED:pred.0:1c=449,9924 c=;MEMBERED:pred.0:2c=457,10058 c=;MEMBERED:pred.0:3c=465,10188 c=;MEMBERED:pred.0:4c=473,10322 c=;MEMBERED:pred.0:5c=481,10456 c=;MEMBERED:pred.0:6c=489,10590 =;MEMBERED:pred.0:7=497,10716 =;MEMBERED:pred.0:8=504,10837 =;MEMBERED:pred.0:9=511,10954 =;MEMBERED:pred.0:10=518,11075 =;MEMBERED:pred.0:11=525,11195 =;MEMBERED:pred.0:12=532,11315 meets;MEMBERED:pred.0:13meets539,11435 meets;MEMBERED:pred.0:14meets546,11566 meets;MEMBERED:pred.0:15meets553,11693 meets;MEMBERED:pred.0:16meets560,11824 meets;MEMBERED:pred.0:17meets567,11954 meets;MEMBERED:pred.0:18meets574,12084 add-closed;MEMBERED:attr.7:7add-closed678,14614 memstr_0.abs, Mem-Struct;MEMSTR_0:struct.1:1Mem-Struct42,1909 Trivial-Mem;MEMSTR_0:func.1:1Trivial-Mem58,2434 IC;MEMSTR_0:func.0:2IC76,2812 Data-Locations;MEMSTR_0:func.0:3Data-Locations77,2836 the_Values_of;MEMSTR_0:func.2:4the_Values_of87,3042 PartState;MEMSTR_0:mode.0:1PartState94,3226 with_non-empty_values;MEMSTR_0:attr.2:1with_non-empty_values107,3626 State;MEMSTR_0:mode.0:2State127,4061 Object;MEMSTR_0:mode.0:3Object132,4158 ObjectKind;MEMSTR_0:func.3:5ObjectKind140,4308 Values;MEMSTR_0:func.4:6Values148,4485 IC-Ins-separated;MEMSTR_0:attr.3:2IC-Ins-separated163,4994 IC;MEMSTR_0:func.5:7IC181,5391 DataPart;MEMSTR_0:func.6:8DataPart220,6415 data-only;MEMSTR_0:attr.4:3data-only229,6597 Start-At;MEMSTR_0:func.7:9Start-At311,8557 -started;MEMSTR_0:attr.5:4-started321,8786 -started;MEMSTR_0:attr.5:5-started361,9704 Initialize;MEMSTR_0:func.8:10Initialize491,13429 IncIC;MEMSTR_0:func.9:11IncIC547,14834 DecIC;MEMSTR_0:func.10:12DecIC610,16605 FinPartState;MEMSTR_0:mode.0:4FinPartState686,18536 FinPartSt;MEMSTR_0:func.11:13FinPartSt721,19243 data-only;MEMSTR_0:attr.6:6data-only744,19865 on_data_only;MEMSTR_0:attr.7:7on_data_only782,20922 menelaus.abs, is_parallel_to;MENELAUS:pred.0:1is_parallel_to42,1933 are_concurrent;MENELAUS:pred.1:2are_concurrent47,2009 mesfun10.abs, uniformly_bounded;MESFUN10:attr.1:1uniformly_bounded142,5650 is_uniformly_convergent_to;MESFUN10:pred.1:1is_uniformly_convergent_to160,6338 mesfun6c.abs, is_measurable_on;MESFUN6C:pred.1:1is_measurable_on57,2298 is_integrable_on;MESFUN6C:pred.2:2is_integrable_on125,4173 Integral;MESFUN6C:func.1:1Integral138,4447 to_power;MESFUN6C:func.2:2to_power176,5793 Integral_on;MESFUN6C:func.3:3Integral_on274,9071 mesfun7c.abs, R_EAL;MESFUN7C:func.1:1R_EAL54,2406 inf;MESFUN7C:func.2:2inf70,2794 sup;MESFUN7C:func.3:3sup82,3128 inferior_realsequence;MESFUN7C:func.4:4inferior_realsequence94,3462 superior_realsequence;MESFUN7C:func.5:5superior_realsequence108,3983 lim_inf;MESFUN7C:func.6:6lim_inf153,5631 lim_sup;MESFUN7C:func.7:7lim_sup165,5976 lim;MESFUN7C:func.8:8lim177,6321 #;MESFUN7C:func.9:9#233,8559 lim;MESFUN7C:func.10:10lim241,8734 Re;MESFUN7C:func.11:11Re251,8969 Im;MESFUN7C:func.12:12Im268,9391 is_simple_func_in;MESFUN7C:pred.1:1is_simple_func_in377,13173 are_Re-presentation_of;MESFUN7C:pred.2:2are_Re-presentation_of391,13556 are_Re-presentation_of;MESFUN7C:pred.3:3are_Re-presentation_of402,13829 mesfun9c.abs, ||;MESFUN9C:func.1:1||55,2380 Partial_Sums;MESFUN9C:func.2:2Partial_Sums87,3325 Partial_Sums;MESFUN9C:func.3:3Partial_Sums182,6304 uniformly_bounded;MESFUN9C:attr.1:1uniformly_bounded287,9947 is_uniformly_convergent_to;MESFUN9C:pred.1:1is_uniformly_convergent_to305,10628 uniformly_bounded;MESFUN9C:attr.2:2uniformly_bounded339,12041 is_uniformly_convergent_to;MESFUN9C:pred.2:2is_uniformly_convergent_to358,12737 mesfunc1.abs, INT-;MESFUNC1:func.1:1INT-41,1823 RAT_with_denominator;MESFUNC1:func.2:2RAT_with_denominator62,2131 +;MESFUNC1:func.3:3+85,2650 -;MESFUNC1:func.4:4-92,2895 (#);MESFUNC1:func.5:5(#)97,3122 (#);MESFUNC1:func.6:6(#)109,3439 -;MESFUNC1:func.7:7-125,3912 1.;MESFUNC1:func.8:81.131,4068 /;MESFUNC1:func.9:9/141,4260 |.;MESFUNC1:func.10:10|.157,4737 eq_dom;MESFUNC1:func.0:11eq_dom196,5803 less_dom;MESFUNC1:func.11:12less_dom202,5917 less_eq_dom;MESFUNC1:func.12:13less_eq_dom206,6029 great_dom;MESFUNC1:func.13:14great_dom210,6145 great_eq_dom;MESFUNC1:func.14:15great_eq_dom214,6258 eq_dom;MESFUNC1:func.0:16eq_dom218,6375 less_dom;MESFUNC1:func.15:17less_dom226,6570 less_eq_dom;MESFUNC1:func.16:18less_eq_dom227,6616 great_dom;MESFUNC1:func.17:19great_dom228,6665 great_eq_dom;MESFUNC1:func.18:20great_eq_dom229,6712 eq_dom;MESFUNC1:func.19:21eq_dom230,6762 is_measurable_on;MESFUNC1:pred.1:1is_measurable_on289,8605 mesfunc2.abs, real-valued;MESFUNC2:attr.1:1real-valued51,2105 max+;MESFUNC2:func.1:1max+108,4015 max-;MESFUNC2:func.2:2max-113,4164 chi;MESFUNC2:func.3:3chi188,6559 Finite_Sep_Sequence;MESFUNC2:mode.0:1Finite_Sep_Sequence208,6947 is_simple_func_in;MESFUNC2:pred.1:1is_simple_func_in225,7458 mesfunc3.abs, are_Re-presentation_of;MESFUNC3:pred.1:1are_Re-presentation_of101,4624 integral;MESFUNC3:func.1:1integral148,6454 mesfunc5.abs, nonpositive;MESFUNC5:attr.1:1nonpositive71,3029 nonpositive;MESFUNC5:attr.2:2nonpositive79,3167 without-infty;MESFUNC5:attr.3:3without-infty95,3559 without+infty;MESFUNC5:attr.4:4without+infty99,3633 without-infty;MESFUNC5:attr.5:5without-infty107,3778 without+infty;MESFUNC5:attr.6:6without+infty111,3876 R_EAL;MESFUNC5:func.1:1R_EAL166,5753 ExtREAL_sequence;MESFUNC5:mode.0:1ExtREAL_sequence340,13269 convergent_to_finite_number;MESFUNC5:attr.7:7convergent_to_finite_number345,13370 convergent_to_+infty;MESFUNC5:attr.8:8convergent_to_+infty355,13607 convergent_to_-infty;MESFUNC5:attr.9:9convergent_to_-infty364,13803 convergent;MESFUNC5:attr.10:10convergent381,14334 lim;MESFUNC5:func.2:2lim392,14564 #;MESFUNC5:func.3:3#459,17116 .;MESFUNC5:func.4:4.467,17293 integral';MESFUNC5:func.5:5integral'486,18050 integral+;MESFUNC5:func.6:6integral+589,22976 Integral;MESFUNC5:func.7:7Integral676,26860 is_integrable_on;MESFUNC5:pred.1:1is_integrable_on729,29154 Integral_on;MESFUNC5:func.8:8Integral_on830,33373 mesfunc6.abs, is_measurable_on;MESFUNC6:pred.1:1is_measurable_on97,3474 is_simple_func_in;MESFUNC6:pred.2:2is_simple_func_in262,7939 Integral;MESFUNC6:func.1:1Integral406,12200 is_integrable_on;MESFUNC6:pred.3:3is_integrable_on449,13584 Integral_on;MESFUNC6:func.2:2Integral_on510,15572 mesfunc7.abs, extreal-yielding;MESFUNC7:attr.0:1extreal-yielding80,3031 multextreal;MESFUNC7:func.1:1multextreal89,3170 Product;MESFUNC7:func.2:2Product108,3531 |^;MESFUNC7:func.3:3|^122,3828 |^;MESFUNC7:func.4:4|^129,3946 |^;MESFUNC7:func.5:5|^164,4685 mesfunc8.abs, with_the_same_dom;MESFUNC8:attr.1:1with_the_same_dom75,3307 with_the_same_dom;MESFUNC8:attr.1:2with_the_same_dom83,3461 inf;MESFUNC8:func.1:1inf96,3748 sup;MESFUNC8:func.2:2sup105,3977 inferior_realsequence;MESFUNC8:func.3:3inferior_realsequence114,4206 superior_realsequence;MESFUNC8:func.4:4superior_realsequence125,4535 lim_inf;MESFUNC8:func.5:5lim_inf161,5717 lim_sup;MESFUNC8:func.6:6lim_sup170,5955 lim;MESFUNC8:func.7:7lim197,6997 mesfunc9.abs, .;MESFUNC9:func.1:1.113,4653 Partial_Sums;MESFUNC9:func.2:2Partial_Sums118,4750 summable;MESFUNC9:attr.1:1summable126,4930 Sum;MESFUNC9:func.3:3Sum134,5062 Partial_Sums;MESFUNC9:func.4:4Partial_Sums168,6190 additive;MESFUNC9:attr.2:2additive176,6406 .;MESFUNC9:func.5:5.319,11788 ProjMap1;MESFUNC9:func.6:6ProjMap1326,11944 ProjMap2;MESFUNC9:func.7:7ProjMap2335,12160 ProjMap1;MESFUNC9:func.8:8ProjMap1342,12357 ProjMap2;MESFUNC9:func.9:9ProjMap2346,12470 .;MESFUNC9:func.10:10.355,12689 metric_1.abs, MetrStruct;METRIC_1:struct.1:1MetrStruct34,1464 .;METRIC_1:func.1:1.47,1760 dist;METRIC_1:func.2:2dist53,1861 Empty^2-to-zero;METRIC_1:func.0:3Empty^2-to-zero59,1955 Empty^2-to-zero;METRIC_1:func.3:4Empty^2-to-zero63,2007 Reflexive;METRIC_1:attr.2:1Reflexive80,2309 discerning;METRIC_1:attr.3:2discerning84,2402 symmetric;METRIC_1:attr.4:3symmetric88,2508 triangle;METRIC_1:attr.5:4triangle92,2610 Reflexive;METRIC_1:attr.6:5Reflexive100,2765 discerning;METRIC_1:attr.7:6discerning104,2846 symmetric;METRIC_1:attr.8:7symmetric108,2929 triangle;METRIC_1:attr.9:8triangle112,3010 MetrSpace;METRIC_1:mode.0:1MetrSpace124,3208 dist;METRIC_1:func.4:5dist148,3908 discrete_dist;METRIC_1:func.5:6discrete_dist167,4420 DiscreteSpace;METRIC_1:func.6:7DiscreteSpace176,4614 real_dist;METRIC_1:func.7:8real_dist192,4927 RealSpace;METRIC_1:func.8:9RealSpace209,5389 Ball;METRIC_1:func.9:10Ball224,5702 cl_Ball;METRIC_1:func.10:11cl_Ball233,5934 Sphere;METRIC_1:func.11:12Sphere242,6174 Discerning;METRIC_1:attr.10:9Discerning309,8194 Discerning;METRIC_1:attr.11:10Discerning317,8357 ultra;METRIC_1:attr.12:11ultra339,8831 PseudoMetricSpace;METRIC_1:mode.0:2PseudoMetricSpace354,9214 SemiMetricSpace;METRIC_1:mode.0:3SemiMetricSpace356,9297 NonSymmetricMetricSpace;METRIC_1:mode.0:4NonSymmetricMetricSpace358,9380 UltraMetricSpace;METRIC_1:mode.0:5UltraMetricSpace360,9470 Set_to_zero;METRIC_1:func.12:13Set_to_zero373,9719 ZeroSpace;METRIC_1:func.13:14ZeroSpace389,10129 is_between;METRIC_1:pred.1:1is_between404,10413 open_dist_Segment;METRIC_1:func.14:15open_dist_Segment424,11081 close_dist_Segment;METRIC_1:func.15:16close_dist_Segment435,11415 metric_2.abs, tolerates;METRIC_2:pred.1:1tolerates31,1252 tolerates;METRIC_2:pred.2:2tolerates39,1395 tolerates;METRIC_2:pred.3:3tolerates45,1523 -neighbour;METRIC_2:func.1:1-neighbour51,1635 equivalence_class;METRIC_2:mode.1:1equivalence_class58,1790 -neighbour;METRIC_2:func.2:2-neighbour128,3950 is_dst;METRIC_2:pred.4:4is_dst168,5095 ev_eq_1;METRIC_2:func.3:3ev_eq_1185,5643 ev_eq_2;METRIC_2:func.4:4ev_eq_2197,5988 real_in_rel;METRIC_2:func.5:5real_in_rel211,6468 elem_in_rel_1;METRIC_2:func.6:6elem_in_rel_1223,6838 elem_in_rel_2;METRIC_2:func.7:7elem_in_rel_2237,7281 elem_in_rel;METRIC_2:func.8:8elem_in_rel251,7725 set_in_rel;METRIC_2:func.9:9set_in_rel265,8247 nbourdist;METRIC_2:func.10:10nbourdist294,9331 Eq_classMetricSpace;METRIC_2:func.11:11Eq_classMetricSpace316,10026 metric_3.abs, dist_cart2;METRIC_3:func.1:1dist_cart244,1790 dist2;METRIC_3:func.2:2dist267,2683 MetrSpaceCart2;METRIC_3:func.3:3MetrSpaceCart279,2906 dist_cart3;METRIC_3:func.4:4dist_cart396,3541 MetrSpaceCart3;METRIC_3:func.5:5MetrSpaceCart3122,4543 dist3;METRIC_3:func.6:6dist3131,4829 dist_cart4;METRIC_3:func.7:7dist_cart4149,5459 MetrSpaceCart4;METRIC_3:func.8:8MetrSpaceCart4178,6630 dist4;METRIC_3:func.9:9dist4188,6966 dist_cart2S;METRIC_3:func.10:10dist_cart2S198,7176 dist2S;METRIC_3:func.11:11dist2S227,8263 MetrSpaceCart2S;METRIC_3:func.12:12MetrSpaceCart2S233,8368 dist_cart3S;METRIC_3:func.13:13dist_cart3S243,8645 dist3S;METRIC_3:func.14:14dist3S279,10083 MetrSpaceCart3S;METRIC_3:func.15:15MetrSpaceCart3S285,10192 taxi_dist2;METRIC_3:func.16:16taxi_dist2292,10388 RealSpaceCart2;METRIC_3:func.17:17RealSpaceCart2312,11016 Eukl_dist2;METRIC_3:func.18:18Eukl_dist2318,11153 EuklSpace2;METRIC_3:func.19:19EuklSpace2338,11793 taxi_dist3;METRIC_3:func.20:20taxi_dist3344,11926 RealSpaceCart3;METRIC_3:func.21:21RealSpaceCart3366,12620 Eukl_dist3;METRIC_3:func.22:22Eukl_dist3372,12762 EuklSpace3;METRIC_3:func.23:23EuklSpace3394,13472 metric_6.abs, bounded_metric;METRIC_6:func.1:1bounded_metric61,2242 is_convergent_in_metrspace_to;METRIC_6:pred.1:1is_convergent_in_metrspace_to86,2793 bounded;METRIC_6:attr.0:1bounded95,3016 bounded;METRIC_6:attr.1:2bounded103,3211 contains_almost_all_sequence;METRIC_6:pred.2:2contains_almost_all_sequence111,3359 dist_to_point;METRIC_6:func.2:2dist_to_point129,3768 sequence_of_dist;METRIC_6:func.3:3sequence_of_dist137,3902 metrizts.abs, are_homeomorphic;METRIZTS:pred.1:1are_homeomorphic56,2577 Lindelof;METRIZTS:attr.1:1Lindelof207,6527 separates;METRIZTS:pred.2:2separates257,7687 mfold_1.abs, ball;MFOLD_1:attr.1:1ball61,2650 Tball;MFOLD_1:func.1:1Tball85,3181 Tunit_ball;MFOLD_1:func.2:2Tunit_ball92,3303 -locally_euclidean;MFOLD_1:attr.2:2-locally_euclidean151,4874 -manifold;MFOLD_1:attr.3:3-manifold204,6039 manifold-like;MFOLD_1:attr.4:4manifold-like211,6166 manifold;MFOLD_1:mode.0:1manifold247,6934 mfold_2.abs, are_homeomorphic;MFOLD_2:pred.1:1are_homeomorphic68,3137 InnerProduct;MFOLD_2:func.1:1InnerProduct179,6240 Plane;MFOLD_2:func.2:2Plane194,6497 TPlane;MFOLD_2:func.3:3TPlane215,7102 TUnitSphere;MFOLD_2:func.4:4TUnitSphere235,7582 stereographic_projection;MFOLD_2:func.5:5stereographic_projection250,7858 midsp_1.abs, MidStr;MIDSP_1:struct.1:1MidStr30,1152 @;MIDSP_1:func.1:1@43,1384 Example;MIDSP_1:func.2:2Example49,1483 MidSp-like;MIDSP_1:attr.2:1MidSp-like75,2033 MidSp;MIDSP_1:mode.0:1MidSp88,2296 @;MIDSP_1:func.3:3@93,2398 @@;MIDSP_1:pred.1:1@@120,2925 ##;MIDSP_1:pred.2:2##159,3632 ~;MIDSP_1:func.4:4~193,4240 Vector;MIDSP_1:mode.1:2Vector220,4674 ~;MIDSP_1:func.5:5~231,4870 ID;MIDSP_1:func.6:6ID239,4998 +;MIDSP_1:func.7:7+253,5317 vect;MIDSP_1:func.8:8vect266,5517 -;MIDSP_1:func.9:9-314,6311 setvect;MIDSP_1:func.10:10setvect323,6468 +;MIDSP_1:func.11:11+342,6778 addvect;MIDSP_1:func.12:12addvect356,7023 complvect;MIDSP_1:func.13:13complvect370,7297 zerovect;MIDSP_1:func.14:14zerovect378,7422 vectgroup;MIDSP_1:func.15:15vectgroup385,7526 midsp_2.abs, Double;MIDSP_2:func.1:1Double38,1419 associating;MIDSP_2:attr.1:1associating44,1512 is_atlas_of;MIDSP_2:pred.1:1is_atlas_of58,1802 .;MIDSP_2:func.2:2.70,2049 midpoint_operator;MIDSP_2:attr.2:2midpoint_operator152,4483 Half;MIDSP_2:func.3:3Half186,5560 vector;MIDSP_2:func.4:4vector216,6375 vect;MIDSP_2:func.5:5vect223,6484 @;MIDSP_2:func.6:6@253,7039 Atlas;MIDSP_2:func.7:7Atlas271,7406 MidSp.;MIDSP_2:func.8:8MidSp.284,7690 AtlasStr;MIDSP_2:struct.1:1AtlasStr300,8081 ATLAS-like;MIDSP_2:attr.4:3ATLAS-like309,8329 ATLAS;MIDSP_2:mode.0:1ATLAS325,8712 Vector;MIDSP_2:mode.0:2Vector330,8829 .;MIDSP_2:func.9:9.337,8968 .;MIDSP_2:func.10:10.347,9178 0.;MIDSP_2:func.11:110.354,9313 midsp_3.abs, +*;MIDSP_3:func.1:1+*58,2021 ReperAlgebraStr;MIDSP_3:struct.1:1ReperAlgebraStr67,2165 Tuple;MIDSP_3:mode.0:1Tuple92,2777 <*;MIDSP_3:func.2:2<*99,2914 ^;MIDSP_3:func.3:3^105,3037 *';MIDSP_3:func.4:4*'110,3114 Nat;MIDSP_3:mode.1:2Nat121,3346 .;MIDSP_3:func.5:5.145,3779 being_invariance;MIDSP_3:attr.2:1being_invariance150,3846 +*;MIDSP_3:func.6:6+*158,4015 has_property_of_zero_in;MIDSP_3:pred.1:1has_property_of_zero_in163,4094 is_semi_additive_in;MIDSP_3:pred.2:2is_semi_additive_in171,4226 is_additive_in;MIDSP_3:pred.3:3is_additive_in183,4511 is_alternative_in;MIDSP_3:pred.4:4is_alternative_in192,4688 Tuple;MIDSP_3:mode.0:3Tuple203,4893 .;MIDSP_3:func.7:7.228,5565 .;MIDSP_3:func.8:8.236,5682 Phi;MIDSP_3:func.9:9Phi253,5939 ReperAlgebra;MIDSP_3:mode.2:4ReperAlgebra276,6354 Phi;MIDSP_3:func.10:10Phi295,6764 mmlquery.abs, List;MMLQUERY:mode.0:1List35,1503 Operation;MMLQUERY:mode.0:2Operation36,1536 in;MMLQUERY:pred.1:1in41,1613 nin;MMLQUERY:pred.1:2nin48,1700 .;MMLQUERY:func.0:1.59,2005 .;MMLQUERY:func.1:2.64,2062 |;MMLQUERY:func.0:3|72,2172 |;MMLQUERY:func.2:4|77,2228 \&;MMLQUERY:func.3:5\&80,2309 WHERE;MMLQUERY:func.4:6WHERE83,2381 WHEREeq;MMLQUERY:func.5:7WHEREeq87,2496 WHEREle;MMLQUERY:func.6:8WHEREle90,2597 WHEREge;MMLQUERY:func.7:9WHEREge93,2699 WHERElt;MMLQUERY:func.8:10WHERElt96,2801 WHEREgt;MMLQUERY:func.9:11WHEREgt99,2903 WHEREeq;MMLQUERY:func.10:12WHEREeq106,3037 WHEREle;MMLQUERY:func.11:13WHEREle109,3127 WHEREge;MMLQUERY:func.12:14WHEREge112,3218 WHERElt;MMLQUERY:func.13:15WHERElt115,3309 WHEREgt;MMLQUERY:func.14:16WHEREgt118,3400 AND;MMLQUERY:func.0:17AND188,5169 OR;MMLQUERY:func.0:18OR189,5199 BUTNOT;MMLQUERY:func.0:19BUTNOT190,5228 AND;MMLQUERY:func.15:20AND195,5290 OR;MMLQUERY:func.16:21OR196,5328 BUTNOT;MMLQUERY:func.17:22BUTNOT197,5365 NOT;MMLQUERY:func.18:23NOT225,6016 AND;MMLQUERY:func.0:24AND233,6188 OR;MMLQUERY:func.0:25OR234,6222 BUTNOT;MMLQUERY:func.0:26BUTNOT235,6255 |;MMLQUERY:func.0:27|236,6291 AND;MMLQUERY:func.19:28AND242,6379 OR;MMLQUERY:func.20:29OR245,6500 BUTNOT;MMLQUERY:func.21:30BUTNOT248,6619 |;MMLQUERY:func.22:31|251,6746 \&;MMLQUERY:func.23:32\&254,6843 filtering;MMLQUERY:attr.1:1filtering300,7819 #occurrences;MMLQUERY:func.24:33#occurrences363,8888 max#;MMLQUERY:func.25:34max#377,9245 ROUGH;MMLQUERY:func.26:35ROUGH394,9681 ROUGH;MMLQUERY:func.27:36ROUGH398,9796 ROUGH;MMLQUERY:func.28:37ROUGH406,9982 ConstructorDB;MMLQUERY:struct.1:1ConstructorDB447,10952 List;MMLQUERY:mode.0:3List456,11148 Operation;MMLQUERY:mode.0:4Operation457,11194 @;MMLQUERY:func.29:38@464,11328 ref;MMLQUERY:func.30:39ref472,11452 occur;MMLQUERY:func.31:40occur475,11531 ref-finite;MMLQUERY:attr.3:2ref-finite486,11776 ATLEAST;MMLQUERY:func.32:41ATLEAST508,12203 ATMOST;MMLQUERY:func.33:42ATMOST512,12335 EXACTLY;MMLQUERY:func.34:43EXACTLY516,12466 ATLEAST-;MMLQUERY:func.35:44ATLEAST-522,12614 ATMOST+;MMLQUERY:func.36:45ATMOST+532,12875 EXACTLY+-;MMLQUERY:func.37:46EXACTLY+-537,13037 mod_2.abs, TrivialLMod;MOD_2:func.1:1TrivialLMod42,1612 homogeneous;MOD_2:attr.1:1homogeneous54,1933 LModMorphismStr;MOD_2:struct.1:1LModMorphismStr79,2412 dom;MOD_2:func.2:2dom88,2584 cod;MOD_2:func.3:3cod91,2652 fun;MOD_2:func.4:4fun98,2748 ZERO;MOD_2:func.5:5ZERO109,2993 LModMorphism-like;MOD_2:attr.3:2LModMorphism-like117,3167 LModMorphism;MOD_2:mode.0:1LModMorphism130,3372 Morphism;MOD_2:mode.1:2Morphism143,3642 ID;MOD_2:func.6:6ID169,4190 ZERO;MOD_2:func.7:7ZERO176,4312 *;MOD_2:func.8:8*204,5163 *';MOD_2:func.9:9*'221,5688 -;MOD_2:func.10:10-269,7281 +;MOD_2:func.11:11+275,7386 *;MOD_2:func.12:12*280,7551 add3;MOD_2:func.13:13add3288,7697 mult3;MOD_2:func.14:14mult3292,7770 compl3;MOD_2:func.15:15compl3296,7844 unit3;MOD_2:func.16:16unit3300,7913 zero3;MOD_2:func.17:17zero3303,7976 Z_3;MOD_2:func.18:18Z_3309,8056 mod_3.abs, Lin;MOD_3:func.1:1Lin63,2170 base;MOD_3:attr.1:1base104,3076 free;MOD_3:attr.2:2free113,3229 Basis;MOD_3:mode.1:1Basis159,4322 mod_4.abs, ~;MOD_4:func.1:1~42,1590 opp;MOD_4:func.2:2opp53,1820 opp;MOD_4:func.3:3opp141,4207 opp;MOD_4:func.4:4opp162,4773 opp;MOD_4:func.5:5opp174,5040 opp;MOD_4:func.6:6opp193,5600 antimultiplicative;MOD_4:attr.1:1antimultiplicative266,8213 antilinear;MOD_4:attr.2:2antilinear274,8406 monomorphism;MOD_4:attr.3:3monomorphism292,8834 antimonomorphism;MOD_4:attr.4:4antimonomorphism295,8908 epimorphism;MOD_4:attr.5:5epimorphism303,9074 antiepimorphism;MOD_4:attr.6:6antiepimorphism306,9142 isomorphism;MOD_4:attr.7:7isomorphism314,9302 antiisomorphism;MOD_4:attr.8:8antiisomorphism317,9376 endomorphism;MOD_4:attr.9:9endomorphism327,9572 antiendomorphism;MOD_4:attr.10:10antiendomorphism330,9636 opp;MOD_4:func.7:7opp371,10653 Homomorphism;MOD_4:mode.0:1Homomorphism431,12112 Endomorphism;MOD_4:mode.0:2Endomorphism435,12204 Automorphism;MOD_4:mode.0:3Automorphism443,12370 Homomorphism;MOD_4:mode.1:4Homomorphism465,12852 Endomorphism;MOD_4:mode.0:5Endomorphism479,13246 Homomorphism;MOD_4:mode.0:6Homomorphism483,13327 Endomorphism;MOD_4:mode.0:7Endomorphism492,13624 modal_1.abs, Root;MODAL_1:func.1:1Root43,1783 Root;MODAL_1:func.2:2Root51,1900 MP-variables;MODAL_1:func.3:3MP-variables159,5362 MP-variable;MODAL_1:mode.0:1MP-variable169,5503 MP-conectives;MODAL_1:func.4:4MP-conectives173,5567 MP-conective;MODAL_1:mode.0:2MP-conective183,5714 branchdeg;MODAL_1:func.5:5branchdeg193,5912 MP-WFF;MODAL_1:func.6:6MP-WFF198,5977 MP-wff;MODAL_1:mode.0:3MP-wff215,6524 |;MODAL_1:func.7:7|227,6702 the_arity_of;MODAL_1:func.8:8the_arity_of232,6787 @;MODAL_1:func.9:9@242,6980 'not';MODAL_1:func.10:10'not'260,7411 (#);MODAL_1:func.11:11(#)264,7522 '&';MODAL_1:func.12:12'&'269,7641 ?;MODAL_1:func.13:13?277,7810 'or';MODAL_1:func.14:14'or'281,7886 =>;MODAL_1:func.15:15=>284,7967 @;MODAL_1:func.16:16@297,8198 VERUM;MODAL_1:func.17:17VERUM315,8521 atomic;MODAL_1:attr.1:1atomic338,9027 negative;MODAL_1:attr.2:2negative342,9091 necessitive;MODAL_1:attr.3:3necessitive346,9162 conjunctive;MODAL_1:attr.4:4conjunctive350,9234 modcat_1.abs, LeftMod_DOMAIN;MODCAT_1:mode.1:1LeftMod_DOMAIN45,1576 Element;MODCAT_1:mode.2:2Element55,1771 LModMorphism_DOMAIN;MODCAT_1:mode.3:3LModMorphism_DOMAIN65,1908 Element;MODCAT_1:mode.4:4Element74,2112 LModMorphism_DOMAIN;MODCAT_1:mode.5:5LModMorphism_DOMAIN88,2394 Morphs;MODCAT_1:func.1:1Morphs103,2800 Element;MODCAT_1:mode.6:6Element112,2986 GO;MODCAT_1:pred.1:1GO121,3115 LModObjects;MODCAT_1:func.2:2LModObjects138,3590 LModObjects;MODCAT_1:func.3:3LModObjects159,4080 Morphs;MODCAT_1:func.4:4Morphs168,4218 dom';MODCAT_1:func.5:5dom'182,4495 cod';MODCAT_1:func.6:6cod'185,4561 ID;MODCAT_1:func.7:7ID193,4680 dom;MODCAT_1:func.8:8dom200,4787 cod;MODCAT_1:func.9:9cod204,4911 comp;MODCAT_1:func.10:10comp229,5517 LModCat;MODCAT_1:func.11:11LModCat246,5961 modelc_1.abs, k_id;MODELC_1:func.1:1k_id39,1691 k_nat;MODELC_1:func.2:2k_nat47,1812 UnivF;MODELC_1:func.3:3UnivF56,1957 Castboolean;MODELC_1:func.4:4Castboolean64,2076 CastBool;MODELC_1:func.5:5CastBool73,2217 atom.;MODELC_1:func.6:6atom.88,2480 'not';MODELC_1:func.7:7'not'95,2584 '&';MODELC_1:func.8:8'&'99,2666 EX;MODELC_1:func.9:9EX106,2767 EG;MODELC_1:func.10:10EG109,2837 EU;MODELC_1:func.11:11EU113,2917 CTL_WFF;MODELC_1:func.12:12CTL_WFF121,3065 CTL-formula-like;MODELC_1:attr.1:1CTL-formula-like137,3808 CTL-formula;MODELC_1:mode.0:1CTL-formula148,3979 atomic;MODELC_1:attr.2:2atomic173,4459 negative;MODELC_1:attr.3:3negative177,4526 conjunctive;MODELC_1:attr.4:4conjunctive181,4598 ExistNext;MODELC_1:attr.5:5ExistNext185,4673 ExistGlobal;MODELC_1:attr.6:6ExistGlobal189,4743 ExistUntill;MODELC_1:attr.7:7ExistUntill193,4815 'or';MODELC_1:func.13:13'or'201,4917 the_argument_of;MODELC_1:func.14:14the_argument_of216,5261 the_left_argument_of;MODELC_1:func.15:15the_left_argument_of227,5485 the_right_argument_of;MODELC_1:func.16:16the_right_argument_of231,5634 CastCTLformula;MODELC_1:func.17:17CastCTLformula239,5817 KripkeStr;MODELC_1:struct.1:1KripkeStr254,6139 CTLModelStr;MODELC_1:struct.2:2CTLModelStr261,6358 Assign;MODELC_1:mode.0:2Assign269,6657 atomic_WFF;MODELC_1:func.18:18atomic_WFF276,6822 is-Evaluation-for;MODELC_1:pred.1:1is-Evaluation-for285,7077 is-PreEvaluation-for;MODELC_1:pred.2:2is-PreEvaluation-for304,7844 GraftEval;MODELC_1:func.19:19GraftEval325,8653 with_basic;MODELC_1:attr.10:8with_basic340,9307 TrivialCTLModel;MODELC_1:func.20:20TrivialCTLModel346,9407 CTLModel;MODELC_1:mode.0:3CTLModel364,9737 EvalSet;MODELC_1:func.21:21EvalSet379,10138 CastEval;MODELC_1:func.22:22CastEval389,10387 EvalFamily;MODELC_1:func.23:23EvalFamily399,10645 Evaluate;MODELC_1:func.24:24Evaluate417,11116 'not';MODELC_1:func.0:25'not'427,11331 '&';MODELC_1:func.0:26'&'429,11381 EX;MODELC_1:func.25:27EX436,11476 EG;MODELC_1:func.26:28EG439,11552 EU;MODELC_1:func.27:29EU447,11694 'or';MODELC_1:func.28:30'or'450,11777 |**;MODELC_1:func.0:31|**480,12489 |**;MODELC_1:func.29:32|**487,12598 inf_path;MODELC_1:mode.1:4inf_path511,13244 ModelSP;MODELC_1:func.30:33ModelSP521,13460 Fid;MODELC_1:func.31:34Fid536,13725 Not_0;MODELC_1:func.32:35Not_0595,15922 Not_;MODELC_1:func.33:36Not_604,16136 EneXt_univ;MODELC_1:func.34:37EneXt_univ617,16446 EneXt_0;MODELC_1:func.35:38EneXt_0628,16709 EneXt_;MODELC_1:func.36:39EneXt_638,16947 EGlobal_univ;MODELC_1:func.37:40EGlobal_univ651,17263 EGlobal_0;MODELC_1:func.38:41EGlobal_0663,17564 EGlobal_;MODELC_1:func.39:42EGlobal_673,17806 And_0;MODELC_1:func.40:43And_0684,18056 And_;MODELC_1:func.41:44And_694,18296 EUntill_univ;MODELC_1:func.42:45EUntill_univ708,18640 EUntill_0;MODELC_1:func.43:46EUntill_0721,19006 EUntill_;MODELC_1:func.44:47EUntill_732,19260 F_LABEL;MODELC_1:func.45:48F_LABEL745,19583 Label_;MODELC_1:func.46:49Label_755,19829 KModel;MODELC_1:func.47:50KModel766,20099 BASSModel;MODELC_1:func.48:51BASSModel793,20834 |=;MODELC_1:pred.3:3|=817,21577 |/=;MODELC_1:pred.3:4|/=829,21830 |=;MODELC_1:pred.4:5|=870,23203 |/=;MODELC_1:pred.4:6|/=883,23522 PrePath;MODELC_1:func.49:52PrePath935,24918 Pred;MODELC_1:func.50:53Pred955,25411 SIGMA;MODELC_1:func.51:54SIGMA968,25748 Tau;MODELC_1:func.52:55Tau986,26180 Fax;MODELC_1:func.53:56Fax1040,27720 SigFaxTau;MODELC_1:func.54:57SigFaxTau1068,28469 PathShift;MODELC_1:func.55:58PathShift1088,28952 PathChange;MODELC_1:func.56:59PathChange1099,29212 PathConc;MODELC_1:func.57:60PathConc1111,29457 TransEG;MODELC_1:func.58:61TransEG1149,30720 Foax;MODELC_1:func.59:62Foax1173,31409 SigFoaxTau;MODELC_1:func.60:63SigFoaxTau1201,32182 TransEU;MODELC_1:func.61:64TransEU1234,33193 modelc_2.abs, CastNat;MODELC_2:func.1:1CastNat36,1493 atom.;MODELC_2:func.2:2atom.51,1743 'not';MODELC_2:func.3:3'not'58,1847 '&';MODELC_2:func.4:4'&'62,1929 'or';MODELC_2:func.5:5'or'65,2004 'X';MODELC_2:func.6:6'X'72,2106 'U';MODELC_2:func.7:7'U'76,2186 'R';MODELC_2:func.8:8'R'79,2261 LTL_WFF;MODELC_2:func.9:9LTL_WFF87,2409 LTL-formula-like;MODELC_2:attr.1:1LTL-formula-like105,3299 LTL-formula;MODELC_2:mode.0:1LTL-formula116,3470 atomic;MODELC_2:attr.2:2atomic142,3995 negative;MODELC_2:attr.3:3negative146,4062 conjunctive;MODELC_2:attr.4:4conjunctive150,4134 disjunctive;MODELC_2:attr.5:5disjunctive154,4209 next;MODELC_2:attr.6:6next158,4285 Until;MODELC_2:attr.7:7Until162,4351 Release;MODELC_2:attr.8:8Release166,4420 the_argument_of;MODELC_2:func.10:10the_argument_of185,4764 the_left_argument_of;MODELC_2:func.11:11the_left_argument_of195,4988 the_right_argument_of;MODELC_2:func.12:12the_right_argument_of201,5223 is_immediate_constituent_of;MODELC_2:pred.1:1is_immediate_constituent_of247,6525 is_subformula_of;MODELC_2:pred.2:2is_subformula_of316,8573 is_proper_subformula_of;MODELC_2:pred.3:3is_proper_subformula_of330,8874 Subformulae;MODELC_2:func.13:13Subformulae407,11092 CastLTL;MODELC_2:func.14:14CastLTL451,12205 LTLModelStr;MODELC_2:struct.1:1LTLModelStr459,12322 Assign;MODELC_2:mode.0:2Assign469,12667 atomic_LTL;MODELC_2:func.15:15atomic_LTL476,12832 is-Evaluation-for;MODELC_2:pred.4:4is-Evaluation-for486,13089 is-PreEvaluation-for;MODELC_2:pred.5:5is-PreEvaluation-for507,13971 GraftEval;MODELC_2:func.16:16GraftEval531,14901 with_basic;MODELC_2:attr.10:9with_basic549,15683 TrivialLTLModel;MODELC_2:func.17:17TrivialLTLModel555,15783 LTLModel;MODELC_2:mode.0:3LTLModel573,16118 EvalSet;MODELC_2:func.18:18EvalSet588,16508 CastEval;MODELC_2:func.19:19CastEval598,16757 EvalFamily;MODELC_2:func.20:20EvalFamily608,17015 Evaluate;MODELC_2:func.21:21Evaluate626,17477 'not';MODELC_2:func.0:22'not'636,17692 '&';MODELC_2:func.0:23'&'638,17742 'or';MODELC_2:func.0:24'or'639,17774 'X';MODELC_2:func.22:25'X'646,17870 'U';MODELC_2:func.23:26'U'654,18009 'R';MODELC_2:func.24:27'R'657,18091 Inf_seq;MODELC_2:func.25:28Inf_seq686,18820 CastSeq;MODELC_2:func.26:29CastSeq694,18966 CastSeq;MODELC_2:func.27:30CastSeq704,19137 Shift;MODELC_2:func.28:31Shift715,19282 Shift;MODELC_2:func.29:32Shift724,19475 Not_0;MODELC_2:func.30:33Not_0734,19674 Not_;MODELC_2:func.31:34Not_744,19926 Next_univ;MODELC_2:func.32:35Next_univ756,20228 Next_0;MODELC_2:func.33:36Next_0766,20437 Next_;MODELC_2:func.34:37Next_776,20676 And_0;MODELC_2:func.35:38And_0787,20938 And_;MODELC_2:func.36:39And_797,21226 Until_univ;MODELC_2:func.37:40Until_univ811,21571 Until_0;MODELC_2:func.38:41Until_0822,21862 Until_;MODELC_2:func.39:42Until_832,22123 Or_;MODELC_2:func.40:43Or_842,22353 Release_;MODELC_2:func.41:44Release_848,22569 Inf_seqModel;MODELC_2:func.42:45Inf_seqModel861,22954 |=;MODELC_2:pred.6:6|=884,23702 |/=;MODELC_2:pred.6:7|/=895,23951 AtomicFamily;MODELC_2:func.43:46AtomicFamily925,24688 AtomicFunc;MODELC_2:func.44:47AtomicFunc932,24806 AtomicAsgn;MODELC_2:func.45:48AtomicAsgn941,25002 AtomicBasicAsgn;MODELC_2:func.46:49AtomicBasicAsgn950,25220 AtomicKai;MODELC_2:func.47:50AtomicKai958,25442 |=;MODELC_2:pred.7:8|=968,25727 |/=;MODELC_2:pred.7:9|/=977,25879 |=;MODELC_2:pred.8:10|=983,25999 |/=;MODELC_2:pred.8:11|/=992,26174 'X';MODELC_2:func.48:51'X'997,26249 modelc_3.abs, Subformulae;MODELC_3:func.1:1Subformulae45,1910 LTLNew1;MODELC_3:func.2:2LTLNew152,2054 LTLNew2;MODELC_3:func.3:3LTLNew260,2370 LTLNext;MODELC_3:func.4:4LTLNext67,2659 LTLnode;MODELC_3:struct.1:1LTLnode77,2894 SuccNode1;MODELC_3:func.5:5SuccNode186,3067 SuccNode2;MODELC_3:func.6:6SuccNode2101,3421 is_succ_of;MODELC_3:pred.1:1is_succ_of113,3730 is_succ1_of;MODELC_3:pred.2:2is_succ1_of124,3965 is_succ2_of;MODELC_3:pred.3:3is_succ2_of128,4071 is_succ_of;MODELC_3:pred.4:4is_succ_of138,4285 failure;MODELC_3:attr.2:1failure147,4429 elementary;MODELC_3:attr.3:2elementary156,4614 final;MODELC_3:attr.4:3final165,4740 {};MODELC_3:func.7:7{}172,4852 Seed;MODELC_3:func.8:8Seed179,4948 FinalNode;MODELC_3:func.9:9FinalNode191,5124 CastNode;MODELC_3:func.10:10CastNode199,5267 init;MODELC_3:func.11:11init208,5438 'X';MODELC_3:func.12:12'X'217,5603 is_Finseq_for;MODELC_3:pred.5:5is_Finseq_for230,5915 is_next_of;MODELC_3:pred.6:6is_next_of239,6087 CastLTL;MODELC_3:func.13:13CastLTL249,6313 *;MODELC_3:func.14:14*256,6412 Length_fun;MODELC_3:func.15:15Length_fun280,7027 Partial_seq;MODELC_3:func.16:16Partial_seq289,7164 len;MODELC_3:func.17:17len300,7390 len;MODELC_3:func.18:18len325,8011 LTLNew1;MODELC_3:func.19:19LTLNew1365,8811 LTLNew2;MODELC_3:func.20:20LTLNew2369,8898 len;MODELC_3:func.21:21len383,9222 LTLNodes;MODELC_3:func.22:22LTLNodes488,13011 LTLStates;MODELC_3:func.23:23LTLStates501,13215 is_succ_homomorphism;MODELC_3:pred.7:7is_succ_homomorphism525,13668 is_homomorphism;MODELC_3:pred.8:8is_homomorphism531,13888 chosen_formula;MODELC_3:func.24:24chosen_formula623,17475 chosen_succ;MODELC_3:func.25:25chosen_succ637,17714 choice_succ_func;MODELC_3:func.26:26choice_succ_func666,18745 neg-inner-most;MODELC_3:attr.5:4neg-inner-most680,19069 Sub_atomic;MODELC_3:attr.6:5Sub_atomic693,19318 BuchiAutomaton;MODELC_3:struct.2:2BuchiAutomaton722,20236 is-accepted-by;MODELC_3:pred.9:9is-accepted-by731,20545 atomic_LTL;MODELC_3:func.27:27atomic_LTL751,21214 Neg_atomic_LTL;MODELC_3:func.28:28Neg_atomic_LTL755,21349 Label_;MODELC_3:func.29:29Label_764,21532 Tran_LTL;MODELC_3:func.30:30Tran_LTL772,21699 InitS_LTL;MODELC_3:func.31:31InitS_LTL777,21943 FinalS_LTL;MODELC_3:func.32:32FinalS_LTL785,22068 FinalS_LTL;MODELC_3:func.33:33FinalS_LTL794,22318 BAutomaton;MODELC_3:func.34:34BAutomaton803,22537 chosen_succ_end_num;MODELC_3:func.35:35chosen_succ_end_num821,22923 chosen_next;MODELC_3:func.36:36chosen_next838,23405 chosen_run;MODELC_3:func.37:37chosen_run853,23791 moebius1.abs, square-containing;MOEBIUS1:attr.1:1square-containing136,4769 square-free;MOEBIUS1:attr.1:2square-free148,5025 SCNAT;MOEBIUS1:func.1:1SCNAT165,5329 Moebius;MOEBIUS1:func.2:2Moebius207,6463 NatDivisors;MOEBIUS1:func.3:3NatDivisors254,7540 SMoebius;MOEBIUS1:func.4:4SMoebius279,8066 PFactors;MOEBIUS1:func.5:5PFactors311,8814 Radical;MOEBIUS1:func.6:6Radical355,9995 monoid_0.abs, BinOp;MONOID_0:mode.0:1BinOp40,1682 constituted-Functions;MONOID_0:attr.1:1constituted-Functions45,1769 constituted-FinSeqs;MONOID_0:attr.2:2constituted-FinSeqs49,1878 ^;MONOID_0:func.1:1^76,2472 (*);MONOID_0:func.0:2(*)81,2548 left-invertible;MONOID_0:attr.3:3left-invertible87,2640 right-invertible;MONOID_0:attr.4:4right-invertible90,2763 invertible;MONOID_0:attr.5:5invertible93,2887 left-cancelable;MONOID_0:attr.6:6left-cancelable98,3025 right-cancelable;MONOID_0:attr.7:7right-cancelable101,3145 cancelable;MONOID_0:attr.8:8cancelable104,3266 uniquely-decomposable;MONOID_0:attr.9:9uniquely-decomposable108,3407 unital;MONOID_0:attr.0:10unital135,4222 commutative;MONOID_0:attr.0:11commutative143,4340 associative;MONOID_0:attr.0:12associative147,4432 idempotent;MONOID_0:attr.10:13idempotent155,4574 left-invertible;MONOID_0:attr.11:14left-invertible158,4656 right-invertible;MONOID_0:attr.12:15right-invertible161,4748 invertible;MONOID_0:attr.13:16invertible164,4842 left-cancelable;MONOID_0:attr.14:17left-cancelable168,4925 right-cancelable;MONOID_0:attr.15:18right-cancelable171,5017 cancelable;MONOID_0:attr.16:19cancelable174,5111 uniquely-decomposable;MONOID_0:attr.17:20uniquely-decomposable177,5193 well-unital;MONOID_0:attr.0:21well-unital255,7406 Monoid;MONOID_0:mode.0:2Monoid277,7959 MonoidalExtension;MONOID_0:mode.1:3MonoidalExtension282,8062 SubStr;MONOID_0:mode.2:4SubStr363,10250 MonoidalSubStr;MONOID_0:mode.3:5MonoidalSubStr387,10748 MonoidalSubStr;MONOID_0:mode.3:6MonoidalSubStr406,11138 SubStr;MONOID_0:mode.4:7SubStr423,11633 SubStr;MONOID_0:mode.5:8SubStr428,11737 SubStr;MONOID_0:mode.6:9SubStr433,11851 MonoidalSubStr;MONOID_0:mode.7:10MonoidalSubStr438,11962 [*];MONOID_0:func.0:3[*]570,16084 ;MONOID_0:func.2:4576,16154 INT.Group;MONOID_0:func.3:5INT.Group609,16938 ;MONOID_0:func.4:6623,17299 ;MONOID_0:func.5:7634,17548 addnat;MONOID_0:func.0:8addnat645,17797 ;MONOID_0:func.6:9670,18384 ;MONOID_0:func.7:10688,18900 ;MONOID_0:func.8:11699,19137 multnat;MONOID_0:func.0:12multnat709,19370 *+^;MONOID_0:func.9:13*+^741,20126 *+^+<0>;MONOID_0:func.10:14*+^+<0>750,20370 -concatenation;MONOID_0:func.11:15-concatenation754,20492 GPFuncs;MONOID_0:func.12:16GPFuncs795,21567 MPFuncs;MONOID_0:func.13:17MPFuncs809,21864 -composition;MONOID_0:func.14:18-composition813,21992 GFuncs;MONOID_0:func.15:19GFuncs840,22686 MFuncs;MONOID_0:func.16:20MFuncs856,22971 GPerms;MONOID_0:func.17:21GPerms879,23544 monoid_1.abs, ..;MONOID_1:func.1:1..41,1760 ..;MONOID_1:func.2:2..52,2000 .:;MONOID_1:func.3:3.:60,2201 .-->;MONOID_1:func.0:4.-->66,2341 .-->;MONOID_1:func.4:5.-->72,2462 -->;MONOID_1:func.5:6-->77,2580 [;];MONOID_1:func.6:7[;]85,2780 [:];MONOID_1:func.7:8[:]93,2982 .:;MONOID_1:func.8:9.:112,3498 .:;MONOID_1:func.9:10.:179,5375 .;MONOID_1:func.10:11.219,6474 .:;MONOID_1:func.11:12.:235,6834 .:;MONOID_1:func.12:13.:263,7879 MultiSet_over;MONOID_1:func.13:14MultiSet_over271,8064 Multiset;MONOID_1:mode.0:1Multiset283,8405 rng;MONOID_1:func.14:15rng295,8683 .;MONOID_1:func.15:16.297,8748 chi;MONOID_1:func.16:17chi309,8985 -->;MONOID_1:func.17:18-->315,9081 chi;MONOID_1:func.18:19chi320,9185 finite-MultiSet_over;MONOID_1:func.19:20finite-MultiSet_over339,9594 |.;MONOID_1:func.20:21|.358,10081 .:^2;MONOID_1:func.21:22.:^2399,10953 bool;MONOID_1:func.22:23bool449,12610 bool;MONOID_1:func.23:24bool464,12979 morph_01.abs, binary-image;MORPH_01:mode.0:1binary-image30,1285 (-);MORPH_01:func.1:1(-)40,1509 *;MORPH_01:func.0:2*49,1735 binary-image-family;MORPH_01:mode.0:2binary-image-family75,2396 (+);MORPH_01:func.2:3(+)95,3031 dilation;MORPH_01:func.3:4dilation155,4562 erosion;MORPH_01:func.4:5erosion165,4792 msafree1.abs, Flatten;MSAFREE1:func.1:1Flatten92,3659 disjoint_valued;MSAFREE1:attr.1:1disjoint_valued106,4105 SingleAlg;MSAFREE1:func.2:2SingleAlg114,4249 msafree2.abs, Vertex;MSAFREE2:mode.0:1Vertex42,1929 SortsWithConstants;MSAFREE2:func.1:1SortsWithConstants47,2019 InputVertices;MSAFREE2:func.2:2InputVertices56,2231 InnerVertices;MSAFREE2:func.3:3InnerVertices59,2342 with_input_V;MSAFREE2:attr.1:1with_input_V83,3010 InputValues;MSAFREE2:mode.1:2InputValues106,3477 Circuit-like;MSAFREE2:attr.2:2Circuit-like116,3761 action_at;MSAFREE2:func.4:4action_at136,4278 FreeEnv;MSAFREE2:func.5:5FreeEnv156,4948 Eval;MSAFREE2:func.6:6Eval165,5166 finitely-generated;MSAFREE2:attr.3:3finitely-generated180,5677 finite-yielding;MSAFREE2:attr.4:4finite-yielding192,6038 Trivial_Algebra;MSAFREE2:func.7:7Trivial_Algebra206,6321 monotonic;MSAFREE2:attr.5:5monotonic219,6623 depth;MSAFREE2:func.8:8depth299,9733 msafree3.abs, Element;MSAFREE3:mode.0:1Element50,2214 Free;MSAFREE3:func.1:1Free61,2523 variables_in;MSAFREE3:func.2:2variables_in135,5108 variables_in;MSAFREE3:func.3:3variables_in147,5419 variables_in;MSAFREE3:func.4:4variables_in193,7249 -Terms;MSAFREE3:func.5:5-Terms207,7672 msafree.abs, ||;MSAFREE:func.1:1||47,1922 coprod;MSAFREE:func.2:2coprod58,2166 coprod;MSAFREE:func.0:3coprod66,2342 coprod;MSAFREE:func.3:4coprod81,2616 GeneratorSet;MSAFREE:mode.1:1GeneratorSet112,3312 free;MSAFREE:attr.1:1free126,3676 free;MSAFREE:attr.2:2free137,3980 REL;MSAFREE:func.4:5REL158,4434 DTConMSA;MSAFREE:func.5:6DTConMSA189,5896 Sym;MSAFREE:func.6:7Sym226,7263 FreeSort;MSAFREE:func.7:8FreeSort234,7488 FreeSort;MSAFREE:func.8:9FreeSort250,8036 DenOp;MSAFREE:func.9:10DenOp293,9674 FreeOper;MSAFREE:func.10:11FreeOper304,10030 FreeMSA;MSAFREE:func.11:12FreeMSA314,10339 FreeGen;MSAFREE:func.12:13FreeGen329,10746 FreeGen;MSAFREE:func.13:14FreeGen350,11441 Reverse;MSAFREE:func.14:15Reverse368,12082 Reverse;MSAFREE:func.15:16Reverse379,12371 pi;MSAFREE:func.16:17pi391,12783 @;MSAFREE:func.17:18@402,13095 pi;MSAFREE:func.18:19pi413,13349 msalimit.abs, OrderedAlgFam;MSALIMIT:mode.1:1OrderedAlgFam58,2206 Binding;MSALIMIT:mode.2:2Binding72,2639 bind;MSALIMIT:func.1:1bind86,3032 normalized;MSALIMIT:attr.1:1normalized101,3318 Normalized;MSALIMIT:func.2:2Normalized113,3610 InvLim;MSALIMIT:func.3:3InvLim141,4223 MSS-membered;MSALIMIT:attr.2:2MSS-membered160,4750 TrivialMSSign;MSALIMIT:func.4:4TrivialMSSign171,4942 MSS_set;MSALIMIT:func.5:5MSS_set191,5315 Element;MSALIMIT:mode.3:3Element205,5612 MSS_morph;MSALIMIT:func.6:6MSS_morph210,5734 msaterm.abs, -Terms;MSATERM:func.1:1-Terms42,1859 Term;MSATERM:mode.0:1Term55,2060 Sym;MSATERM:func.2:2Sym64,2215 ArgumentSeq;MSATERM:mode.1:2ArgumentSeq70,2339 c-Term;MSATERM:mode.0:3c-Term95,3099 ArgumentSeq;MSATERM:mode.0:4ArgumentSeq101,3217 .;MSATERM:func.3:3.121,3944 -term;MSATERM:func.4:4-term173,5579 -term;MSATERM:func.5:5-term182,5745 -tree;MSATERM:func.6:6-tree191,5919 the_sort_of;MSATERM:func.7:7the_sort_of221,6880 CompoundTerm;MSATERM:mode.2:5CompoundTerm301,10008 SetWithCompoundTerm;MSATERM:mode.3:6SetWithCompoundTerm309,10248 |;MSATERM:func.8:8|325,10696 Variables;MSATERM:mode.4:7Variables333,10854 is_an_evaluation_of;MSATERM:pred.1:1is_an_evaluation_of350,11411 @;MSATERM:func.9:9@412,13944 msinst_1.abs, MSSCat;MSINST_1:func.1:1MSSCat41,1736 MSAlg_set;MSINST_1:func.2:2MSAlg_set68,2500 MSAlg_morph;MSINST_1:func.3:3MSAlg_morph114,4040 MSAlgCat;MSINST_1:func.4:4MSAlgCat125,4337 msscyc_1.abs, Chain;MSSCYC_1:mode.0:1Chain47,2197 directed;MSSCYC_1:attr.0:1directed62,2536 cyclic;MSSCYC_1:attr.1:2cyclic68,2640 directed_cycle-less;MSSCYC_1:attr.2:3directed_cycle-less168,5555 with_directed_cycle;MSSCYC_1:attr.2:4with_directed_cycle176,5726 well-founded;MSSCYC_1:attr.3:5well-founded185,5897 finitely_operated;MSSCYC_1:attr.4:6finitely_operated267,8211 msscyc_2.abs, InducedEdges;MSSCYC_2:func.1:1InducedEdges44,2058 InducedSource;MSSCYC_2:func.2:2InducedSource59,2519 InducedTarget;MSSCYC_2:func.3:3InducedTarget63,2675 InducedGraph;MSSCYC_2:func.4:4InducedGraph73,2911 mssubfam.abs, MSSubsetFamily;MSSUBFAM:mode.0:1MSSubsetFamily252,7410 bool;MSSUBFAM:func.1:1bool262,7573 .;MSSUBFAM:func.2:2.286,8177 meet;MSSUBFAM:func.3:3meet321,8882 meet;MSSUBFAM:func.4:4meet330,9075 additive;MSSUBFAM:attr.1:1additive378,10427 absolutely-additive;MSSUBFAM:attr.2:2absolutely-additive381,10525 multiplicative;MSSUBFAM:attr.3:3multiplicative385,10646 absolutely-multiplicative;MSSUBFAM:attr.4:4absolutely-multiplicative388,10750 properly-upper-bound;MSSUBFAM:attr.5:5properly-upper-bound392,10876 properly-lower-bound;MSSUBFAM:attr.6:6properly-lower-bound396,10946 bool;MSSUBFAM:func.5:5bool411,11246 msualg_1.abs, ManySortedSign;MSUALG_1:struct.1:1ManySortedSign37,1408 SortSymbol;MSUALG_1:mode.0:1SortSymbol51,1773 OperSymbol;MSUALG_1:mode.0:2OperSymbol52,1813 the_arity_of;MSUALG_1:func.1:1the_arity_of59,1961 the_result_sort_of;MSUALG_1:func.2:2the_result_sort_of62,2064 many-sorted;MSUALG_1:struct.2:2many-sorted71,2229 MSAlgebra;MSUALG_1:struct.3:3MSAlgebra76,2333 non-empty;MSUALG_1:attr.4:1non-empty85,2609 Args;MSUALG_1:func.3:3Args118,3277 Result;MSUALG_1:func.4:4Result122,3397 Den;MSUALG_1:func.5:5Den132,3640 segmental;MSUALG_1:attr.5:2segmental162,4448 MSSign;MSUALG_1:func.6:6MSSign178,4831 MSSorts;MSUALG_1:func.7:7MSSorts192,5208 MSCharact;MSUALG_1:func.8:8MSCharact199,5376 MSAlg;MSUALG_1:func.9:9MSAlg207,5593 the_sort_of;MSUALG_1:func.10:10the_sort_of222,5914 the_charact_of;MSUALG_1:func.11:11the_charact_of252,6854 1-Alg;MSUALG_1:func.12:121-Alg265,7185 msualg_2.abs, MSSubset;MSUALG_2:mode.0:1MSSubset60,1969 with_const_op;MSUALG_2:attr.1:1with_const_op67,2115 all-with_const_op;MSUALG_2:attr.2:2all-with_const_op76,2309 Constants;MSUALG_2:func.1:1Constants95,2776 Constants;MSUALG_2:func.2:2Constants106,3187 is_closed_on;MSUALG_2:pred.1:1is_closed_on133,3836 opers_closed;MSUALG_2:attr.3:3opers_closed142,4074 /.;MSUALG_2:func.3:3/.158,4553 Opers;MSUALG_2:func.4:4Opers168,4813 MSSubAlgebra;MSUALG_2:mode.1:2MSSubAlgebra185,5340 SubSort;MSUALG_2:func.5:5SubSort250,7400 SubSort;MSUALG_2:func.6:6SubSort267,7893 @;MSUALG_2:func.7:7@283,8362 SubSort;MSUALG_2:func.8:8SubSort298,8778 MSSubSort;MSUALG_2:func.9:9MSSubSort314,9200 |;MSUALG_2:func.10:10|355,10380 /\;MSUALG_2:func.11:11/\366,10676 GenMSAlg;MSUALG_2:func.12:12GenMSAlg377,11025 "\/";MSUALG_2:func.13:13"\/"409,12089 MSSub;MSUALG_2:func.14:14MSSub448,13388 MSAlg_join;MSUALG_2:func.15:15MSAlg_join461,13716 MSAlg_meet;MSUALG_2:func.16:16MSAlg_meet471,14016 MSSubAlLattice;MSUALG_2:func.17:17MSSubAlLattice497,14756 msualg_3.abs, .;MSUALG_3:func.1:1.41,1647 ManySortedFunction;MSUALG_3:mode.0:1ManySortedFunction47,1778 id;MSUALG_3:func.2:2id53,1933 "1-1";MSUALG_3:attr.1:1"1-1"61,2086 "onto";MSUALG_3:attr.2:2"onto"79,2526 **;MSUALG_3:func.3:3**93,2991 "";MSUALG_3:func.4:4""110,3422 #;MSUALG_3:func.5:5#148,4355 #;MSUALG_3:func.5:6#161,4605 is_homomorphism;MSUALG_3:pred.1:1is_homomorphism180,5177 is_epimorphism;MSUALG_3:pred.2:2is_epimorphism202,5829 is_monomorphism;MSUALG_3:pred.3:3is_monomorphism218,6256 is_isomorphism;MSUALG_3:pred.4:4is_isomorphism234,6686 are_isomorphic;MSUALG_3:pred.5:5are_isomorphic258,7454 are_isomorphic;MSUALG_3:pred.6:6are_isomorphic271,7761 Image;MSUALG_3:func.6:7Image289,8241 msualg_4.abs, ManySortedRelation;MSUALG_4:mode.1:1ManySortedRelation44,1550 ManySortedRelation;MSUALG_4:mode.0:2ManySortedRelation57,1874 MSEquivalence_Relation-like;MSUALG_4:attr.1:1MSEquivalence_Relation-like63,2030 .;MSUALG_4:func.1:1.73,2319 ManySortedRelation;MSUALG_4:mode.0:3ManySortedRelation78,2441 MSEquivalence-like;MSUALG_4:attr.2:2MSEquivalence-like85,2632 MSCongruence-like;MSUALG_4:attr.3:3MSCongruence-like103,3162 MSCongruence;MSUALG_4:mode.0:4MSCongruence119,3689 .;MSUALG_4:func.2:2.126,3945 Class;MSUALG_4:func.3:3Class133,4214 Class;MSUALG_4:func.4:4Class142,4403 .;MSUALG_4:func.5:5.155,4727 #;MSUALG_4:func.6:6#173,5189 QuotRes;MSUALG_4:func.7:7QuotRes184,5471 QuotArgs;MSUALG_4:func.8:8QuotArgs190,5705 QuotRes;MSUALG_4:func.9:9QuotRes200,5987 QuotArgs;MSUALG_4:func.10:10QuotArgs204,6189 QuotCharact;MSUALG_4:func.11:11QuotCharact219,6655 QuotCharact;MSUALG_4:func.12:12QuotCharact232,7017 QuotMSAlg;MSUALG_4:func.13:13QuotMSAlg243,7309 MSNat_Hom;MSUALG_4:func.14:14MSNat_Hom261,7695 MSNat_Hom;MSUALG_4:func.15:15MSNat_Hom271,7960 MSCng;MSUALG_4:func.16:16MSCng286,8400 MSCng;MSUALG_4:func.17:17MSCng299,8721 MSHomQuot;MSUALG_4:func.18:18MSHomQuot312,9009 MSHomQuot;MSUALG_4:func.19:19MSHomQuot324,9332 msualg_5.abs, EqCl;MSUALG_5:func.1:1EqCl45,1893 EqRelLatt;MSUALG_5:func.2:2EqRelLatt64,2259 Equivalence_Relation;MSUALG_5:mode.0:1Equivalence_Relation83,2732 EqCl;MSUALG_5:func.3:3EqCl94,3056 "\/";MSUALG_5:func.4:4"\/"110,3406 EqRelLatt;MSUALG_5:func.5:5EqRelLatt149,4412 CongrLatt;MSUALG_5:func.6:6CongrLatt206,6658 msualg_6.abs, Element;MSUALG_6:mode.0:1Element41,1871 **;MSUALG_6:func.1:1**48,2033 feasible;MSUALG_6:attr.1:1feasible65,2660 Endomorphism;MSUALG_6:mode.1:2Endomorphism90,3365 **;MSUALG_6:func.2:2**114,4012 TranslationRel;MSUALG_6:func.3:3TranslationRel119,4120 transl;MSUALG_6:func.4:4transl154,5659 is_e.translation_of;MSUALG_6:pred.1:1is_e.translation_of172,6327 Translation;MSUALG_6:mode.2:3Translation212,8149 compatible;MSUALG_6:attr.2:2compatible313,12656 invariant;MSUALG_6:attr.3:3invariant320,12949 stable;MSUALG_6:attr.4:4stable326,13148 id;MSUALG_6:func.5:5id376,14789 InvCl;MSUALG_6:func.6:6InvCl425,16686 StabCl;MSUALG_6:func.7:7StabCl445,17420 TRS;MSUALG_6:func.8:8TRS464,18041 EquationalTheory;MSUALG_6:mode.0:4EquationalTheory527,20165 EqCl;MSUALG_6:func.9:9EqCl530,20298 EqTh;MSUALG_6:func.10:10EqTh592,22501 msualg_7.abs, complete;MSUALG_7:attr.0:1complete76,2822 /\-inheriting;MSUALG_7:attr.1:2/\-inheriting102,3457 \/-inheriting;MSUALG_7:attr.2:3\/-inheriting106,3576 RealSubLatt;MSUALG_7:func.1:1RealSubLatt169,5515 msualg_8.abs, CongrCl;MSUALG_8:func.1:1CongrCl111,3843 CongrCl;MSUALG_8:func.2:2CongrCl121,4103 EqRelSet;MSUALG_8:func.0:3EqRelSet156,5359 EqRelSet;MSUALG_8:func.3:4EqRelSet164,5530 msualg_9.abs, Mpr1;MSUALG_9:func.1:1Mpr1176,6406 Mpr2;MSUALG_9:func.2:2Mpr2180,6527 msuhom_1.abs, <=;MSUHOM_1:pred.1:1<=57,2037 Over;MSUHOM_1:func.1:1Over88,3003 MSAlg;MSUHOM_1:func.2:2MSAlg107,3529 multop_1.abs, .;MULTOP_1:func.1:1.30,1086 .;MULTOP_1:func.2:2.46,1384 TriOp;MULTOP_1:mode.0:1TriOp64,1929 .;MULTOP_1:func.3:3.103,3331 .;MULTOP_1:func.4:4.112,3484 QuaOp;MULTOP_1:mode.0:2QuaOp129,3993 mycielsk.abs, |;MYCIELSK:func.1:1|72,2736 with_finite_chromatic#;MYCIELSK:attr.1:1with_finite_chromatic#111,3977 chromatic#;MYCIELSK:func.2:2chromatic#136,4501 with_finite_cliquecover#;MYCIELSK:attr.2:2with_finite_cliquecover#154,4882 cliquecover#;MYCIELSK:func.3:3cliquecover#179,5436 Adjacent;MYCIELSK:func.4:4Adjacent307,9396 NatRelStr;MYCIELSK:mode.1:1NatRelStr324,9882 CompleteRelStr;MYCIELSK:func.5:5CompleteRelStr346,10267 Mycielskian;MYCIELSK:func.6:6Mycielskian383,11260 Mycielskian;MYCIELSK:func.7:7Mycielskian455,13975 nagata_1.abs, discrete;NAGATA_1:attr.1:1discrete45,2094 FamilySequence;NAGATA_1:mode.0:1FamilySequence114,3782 .;NAGATA_1:func.1:1.124,3991 Union;NAGATA_1:func.2:2Union129,4064 sigma_discrete;NAGATA_1:attr.2:2sigma_discrete135,4192 sigma_locally_finite;NAGATA_1:attr.3:3sigma_locally_finite149,4479 sigma_discrete;NAGATA_1:attr.4:4sigma_discrete158,4654 uncountable;NAGATA_1:attr.0:5uncountable166,4801 Basis_sigma_discrete;NAGATA_1:attr.5:6Basis_sigma_discrete188,5340 Basis_sigma_locally_finite;NAGATA_1:attr.6:7Basis_sigma_locally_finite196,5528 +;NAGATA_1:func.3:3+234,6795 Toler;NAGATA_1:func.4:4Toler262,7741 min;NAGATA_1:func.5:5min286,8654 is_a_pseudometric_of;NAGATA_1:pred.1:1is_a_pseudometric_of298,8933 nagata_2.abs, PairFunc;NAGATA_2:func.1:1PairFunc65,2983 dist;NAGATA_2:func.2:2dist76,3230 lower_bound;NAGATA_2:func.3:3lower_bound95,3932 nat_1.abs, +;NAT_1:func.1:1+52,1821 +;NAT_1:func.2:2+57,1916 *;NAT_1:func.3:3*87,2531 *;NAT_1:func.4:4*92,2626 min*;NAT_1:func.5:5min*328,7782 succ;NAT_1:func.0:6succ357,8306 min;NAT_1:func.6:7min445,10411 max;NAT_1:func.7:8max446,10455 .;NAT_1:func.8:9.462,10786 sequence;NAT_1:mode.0:1sequence469,10892 ^\;NAT_1:func.9:10^\477,11110 ^\;NAT_1:func.10:11^\490,11399 nat_2.abs, trivial;NAT_2:attr.0:1trivial130,3561 nat_3.abs, |^;NAT_3:func.1:1|^89,2795 |^;NAT_3:func.2:2|^110,3198 |^;NAT_3:func.3:3|^116,3309 *;NAT_3:func.4:4*149,3921 min;NAT_3:func.5:5min183,4697 max;NAT_3:func.6:6max215,5478 Product;NAT_3:func.7:7Product251,6369 Product;NAT_3:func.8:8Product259,6554 |^;NAT_3:func.9:9|^268,6828 |-count;NAT_3:func.10:10|-count294,7399 |-count;NAT_3:func.11:11|-count302,7532 prime_exponents;NAT_3:func.12:12prime_exponents350,8709 pfexp;NAT_3:func.12:13pfexp358,8863 prime_factorization;NAT_3:func.13:14prime_factorization463,11175 ppf;NAT_3:func.13:15ppf472,11403 nat_4.abs, |-count;NAT_4:func.1:1|-count229,7428 nat_5.abs, |;NAT_5:func.1:1|151,5007 EXP;NAT_5:func.2:2EXP186,5885 sigma;NAT_5:func.3:3sigma194,6017 Sigma;NAT_5:func.4:4Sigma203,6210 sigma;NAT_5:func.5:5sigma211,6348 multiplicative;NAT_5:attr.1:1multiplicative234,6878 perfect;NAT_5:attr.2:2perfect258,7448 Euler_phi;NAT_5:func.6:6Euler_phi280,7903 nat_d.abs, div;NAT_D:func.1:1div33,1232 mod;NAT_D:func.2:2mod41,1414 div;NAT_D:func.3:3div49,1601 mod;NAT_D:func.4:4mod50,1644 divides;NAT_D:pred.1:1divides63,1868 lcm;NAT_D:func.0:5lcm101,2637 lcm;NAT_D:func.5:6lcm110,2817 gcd;NAT_D:func.0:7gcd115,2895 gcd;NAT_D:func.6:8gcd124,3075 -';NAT_D:func.7:9-'233,5260 nat_lat.abs, hcflat;NAT_LAT:func.1:1hcflat38,1444 lcmlat;NAT_LAT:func.2:2lcmlat42,1520 Nat_Lattice;NAT_LAT:func.3:3Nat_Lattice49,1613 0_NN;NAT_LAT:func.4:40_NN76,2124 1_NN;NAT_LAT:func.5:51_NN79,2191 NATPLUS;NAT_LAT:func.6:6NATPLUS135,3533 Element;NAT_LAT:mode.1:1Element148,3788 NatPlus;NAT_LAT:mode.0:2NatPlus162,4014 @;NAT_LAT:func.7:7@170,4137 hcflatplus;NAT_LAT:func.8:8hcflatplus184,4294 lcmlatplus;NAT_LAT:func.9:9lcmlatplus188,4378 NatPlus_Lattice;NAT_LAT:func.10:10NatPlus_Lattice195,4479 @;NAT_LAT:func.11:11@206,4709 SubLattice;NAT_LAT:mode.2:3SubLattice236,5287 nattra_1.abs, |;NATTRA_1:func.1:1|43,1630 |:;NATTRA_1:func.2:2|:54,1916 is_transformable_to;NATTRA_1:pred.1:1is_transformable_to144,4668 transformation;NATTRA_1:mode.1:1transformation159,4981 id;NATTRA_1:func.3:3id169,5212 .;NATTRA_1:func.4:4.181,5453 `*`;NATTRA_1:func.5:5`*`194,5704 is_naturally_transformable_to;NATTRA_1:pred.2:2is_naturally_transformable_to221,6500 natural_transformation;NATTRA_1:mode.2:2natural_transformation238,6981 id;NATTRA_1:func.6:6id247,7209 `*`;NATTRA_1:func.7:7`*`256,7476 invertible;NATTRA_1:attr.1:1invertible285,8386 are_naturally_equivalent;NATTRA_1:pred.3:3are_naturally_equivalent293,8522 ~=;NATTRA_1:pred.3:4~=304,8740 ";NATTRA_1:func.8:8"312,8931 ";NATTRA_1:func.9:9"322,9149 natural_equivalence;NATTRA_1:mode.3:3natural_equivalence343,9604 NatTrans-DOMAIN;NATTRA_1:mode.4:4NatTrans-DOMAIN361,10024 NatTrans;NATTRA_1:func.10:10NatTrans372,10308 Functors;NATTRA_1:func.11:11Functors385,10674 discrete;NATTRA_1:attr.2:2discrete421,11935 IdCat;NATTRA_1:func.12:12IdCat466,13106 ncfcont1.abs, Neighbourhood;NCFCONT1:mode.1:1Neighbourhood49,2028 compact;NCFCONT1:attr.1:1compact65,2472 closed;NCFCONT1:attr.2:2closed76,2702 open;NCFCONT1:attr.3:3open85,2882 is_continuous_in;NCFCONT1:pred.1:1is_continuous_in95,3035 is_continuous_in;NCFCONT1:pred.2:2is_continuous_in107,3331 is_continuous_in;NCFCONT1:pred.3:3is_continuous_in120,3635 is_continuous_in;NCFCONT1:pred.4:4is_continuous_in132,3947 is_continuous_in;NCFCONT1:pred.5:5is_continuous_in144,4256 is_continuous_in;NCFCONT1:pred.6:6is_continuous_in156,4568 is_continuous_on;NCFCONT1:pred.7:7is_continuous_on342,11800 is_continuous_on;NCFCONT1:pred.8:8is_continuous_on354,12061 is_continuous_on;NCFCONT1:pred.9:9is_continuous_on365,12319 is_continuous_on;NCFCONT1:pred.10:10is_continuous_on375,12569 is_continuous_on;NCFCONT1:pred.11:11is_continuous_on385,12816 is_continuous_on;NCFCONT1:pred.12:12is_continuous_on395,13063 is_Lipschitzian_on;NCFCONT1:pred.13:13is_Lipschitzian_on663,23304 is_Lipschitzian_on;NCFCONT1:pred.14:14is_Lipschitzian_on676,23606 is_Lipschitzian_on;NCFCONT1:pred.15:15is_Lipschitzian_on689,23907 is_Lipschitzian_on;NCFCONT1:pred.16:16is_Lipschitzian_on701,24199 is_Lipschitzian_on;NCFCONT1:pred.17:17is_Lipschitzian_on712,24484 is_Lipschitzian_on;NCFCONT1:pred.18:18is_Lipschitzian_on723,24768 ncfcont2.abs, is_uniformly_continuous_on;NCFCONT2:pred.1:1is_uniformly_continuous_on49,2138 is_uniformly_continuous_on;NCFCONT2:pred.2:2is_uniformly_continuous_on62,2474 is_uniformly_continuous_on;NCFCONT2:pred.3:3is_uniformly_continuous_on75,2809 is_uniformly_continuous_on;NCFCONT2:pred.4:4is_uniformly_continuous_on87,3135 is_uniformly_continuous_on;NCFCONT2:pred.5:5is_uniformly_continuous_on99,3456 is_uniformly_continuous_on;NCFCONT2:pred.6:6is_uniformly_continuous_on111,3776 contraction;NCFCONT2:attr.1:1contraction280,9559 Contraction;NCFCONT2:mode.0:1Contraction294,9855 ndiff_1.abs, non-zero;NDIFF_1:attr.0:1non-zero76,3043 (#);NDIFF_1:func.1:1(#)92,3368 *;NDIFF_1:func.2:2*102,3556 -convergent;NDIFF_1:attr.1:2-convergent147,4715 RestFunc-like;NDIFF_1:attr.2:3RestFunc-like197,5955 RestFunc;NDIFF_1:mode.0:1RestFunc211,6211 is_differentiable_in;NDIFF_1:pred.1:1is_differentiable_in250,7539 diff;NDIFF_1:func.3:3diff264,7848 is_differentiable_on;NDIFF_1:pred.2:2is_differentiable_on275,8141 `|;NDIFF_1:func.4:4`|300,8816 ndiff_2.abs, *;NDIFF_2:func.1:1*48,2172 *;NDIFF_2:func.2:2*58,2464 is_Gateaux_differentiable_in;NDIFF_2:pred.1:1is_Gateaux_differentiable_in92,3777 Gateaux_diff;NDIFF_2:func.3:3Gateaux_diff121,5005 ndiff_3.abs, RestFunc-like;NDIFF_3:attr.1:1RestFunc-like58,2529 RestFunc;NDIFF_3:mode.0:1RestFunc69,2781 linear;NDIFF_3:attr.2:2linear74,2925 LinearFunc;NDIFF_3:mode.0:2LinearFunc84,3130 is_differentiable_in;NDIFF_3:pred.1:1is_differentiable_in114,3977 diff;NDIFF_3:func.1:1diff126,4247 is_differentiable_on;NDIFF_3:pred.2:2is_differentiable_on133,4457 `|;NDIFF_3:func.2:2`|151,4907 differentiable;NDIFF_3:attr.3:3differentiable225,7246 ndiff_4.abs, is_differentiable_in;NDIFF_4:pred.1:1is_differentiable_in68,3183 diff;NDIFF_4:func.1:1diff84,3651 is_differentiable_on;NDIFF_4:pred.2:2is_differentiable_on98,3997 `|;NDIFF_4:func.2:2`|118,4446 differentiable;NDIFF_4:attr.1:1differentiable194,7012 is_differentiable_in;NDIFF_4:pred.3:3is_differentiable_in322,10790 diff;NDIFF_4:func.3:3diff333,11071 ndiff_5.abs, .;NDIFF_5:func.1:1.124,4938 non-trivial;NDIFF_5:attr.1:1non-trivial137,5270 ].;NDIFF_5:func.2:2].187,6616 [.;NDIFF_5:func.0:3[.195,6790 proj;NDIFF_5:func.3:4proj239,8412 reproj;NDIFF_5:func.4:5reproj248,8646 modetrans;NDIFF_5:func.5:6modetrans257,8870 is_partial_differentiable_in;NDIFF_5:pred.1:1is_partial_differentiable_in268,9132 partdiff;NDIFF_5:func.6:7partdiff279,9456 is_partial_differentiable_on;NDIFF_5:pred.2:2is_partial_differentiable_on301,10087 `partial|;NDIFF_5:func.7:8`partial|353,11640 neckla_2.abs, N-free;NECKLA_2:attr.1:1N-free55,1884 union_of;NECKLA_2:func.1:1union_of67,2065 sum_of;NECKLA_2:func.2:2sum_of77,2308 fin_RelStr;NECKLA_2:func.3:3fin_RelStr87,2612 fin_RelStr_sp;NECKLA_2:func.4:4fin_RelStr_sp99,2829 neckla_3.abs, path;NECKLA_3:mode.0:1path224,7088 path-connected;NECKLA_3:attr.1:1path-connected229,7181 path-connected;NECKLA_3:attr.1:2path-connected261,8010 component;NECKLA_3:func.1:1component272,8256 necklace.abs, embeds;NECKLACE:pred.1:1embeds97,3116 embeds;NECKLACE:pred.2:2embeds107,3361 is_equimorphic_to;NECKLACE:pred.3:3is_equimorphic_to117,3560 parallel;NECKLACE:attr.0:1parallel131,3853 symmetric;NECKLACE:attr.1:2symmetric136,3933 asymmetric;NECKLACE:attr.2:3asymmetric144,4073 irreflexive;NECKLACE:attr.3:4irreflexive156,4318 -SuccRelStr;NECKLACE:func.1:1-SuccRelStr164,4485 SymRelStr;NECKLACE:func.2:2SymRelStr179,4837 ComplRelStr;NECKLACE:func.3:3ComplRelStr203,5282 Necklace;NECKLACE:func.4:4Necklace224,5742 net_1.abs, Flow;NET_1:func.1:1Flow33,1174 Petri;NET_1:attr.1:1Petri50,1519 Elements;NET_1:func.2:2Elements68,2107 Pnet;NET_1:mode.0:1Pnet98,2913 pre;NET_1:pred.1:1pre131,3874 post;NET_1:pred.2:2post135,3957 Pre;NET_1:func.3:3Pre144,4116 Post;NET_1:func.4:4Post148,4204 enter;NET_1:func.5:5enter183,5114 exit;NET_1:func.6:6exit207,5767 field;NET_1:func.7:7field229,6395 Prec;NET_1:func.8:8Prec237,6544 Postc;NET_1:func.9:9Postc240,6638 Entr;NET_1:func.10:10Entr248,6783 Ext;NET_1:func.11:11Ext253,6918 Input;NET_1:func.12:12Input271,7417 Output;NET_1:func.13:13Output274,7477 newton.abs, |^;NEWTON:func.1:1|^57,2018 |^;NEWTON:func.2:2|^69,2199 !;NEWTON:func.3:3!119,2900 choose;NEWTON:func.4:4choose164,3457 choose;NEWTON:func.5:5choose178,3686 choose;NEWTON:func.6:6choose213,4382 In_Power;NEWTON:func.7:7In_Power219,4487 Newton_Coeff;NEWTON:func.8:8Newton_Coeff240,4929 !;NEWTON:func.9:9!264,5359 SetPrimes;NEWTON:func.10:10SetPrimes377,7463 Prime;NEWTON:mode.0:1Prime389,7665 SetPrimenumber;NEWTON:func.11:11SetPrimenumber396,7745 primenumber;NEWTON:func.12:12primenumber450,8742 |^;NEWTON:func.13:13|^499,9718 nfcont_1.abs, Neighbourhood;NFCONT_1:mode.1:1Neighbourhood54,2128 compact;NFCONT_1:attr.1:1compact70,2515 closed;NFCONT_1:attr.2:2closed81,2739 open;NFCONT_1:attr.3:3open89,2911 is_continuous_in;NFCONT_1:pred.1:1is_continuous_in98,3009 is_continuous_in;NFCONT_1:pred.2:2is_continuous_in109,3271 is_continuous_on;NFCONT_1:pred.3:3is_continuous_on172,5403 is_continuous_on;NFCONT_1:pred.4:4is_continuous_on182,5602 is_Lipschitzian_on;NFCONT_1:pred.5:5is_Lipschitzian_on272,8706 is_Lipschitzian_on;NFCONT_1:pred.6:6is_Lipschitzian_on283,8945 nfcont_2.abs, is_uniformly_continuous_on;NFCONT_2:pred.1:1is_uniformly_continuous_on48,2131 is_uniformly_continuous_on;NFCONT_2:pred.2:2is_uniformly_continuous_on59,2397 contraction;NFCONT_2:attr.1:1contraction119,4284 Contraction;NFCONT_2:mode.0:1Contraction133,4569 nfcont_3.abs, is_continuous_in;NFCONT_3:pred.1:1is_continuous_in73,2798 continuous;NFCONT_3:attr.1:1continuous134,4591 Lipschitzian;NFCONT_3:attr.2:2Lipschitzian220,7071 nfcont_4.abs, is_continuous_in;NFCONT_4:pred.1:1is_continuous_in49,2207 |.;NFCONT_4:func.1:1|.75,2965 -;NFCONT_4:func.2:2-84,3200 is_continuous_in;NFCONT_4:pred.2:2is_continuous_in175,5866 continuous;NFCONT_4:attr.1:1continuous196,6486 Lipschitzian;NFCONT_4:attr.2:2Lipschitzian279,8792 normform.abs, c=;NORMFORM:pred.1:1c=40,1429 \/;NORMFORM:func.1:1\/44,1509 /\;NORMFORM:func.2:2/\49,1631 \;NORMFORM:func.3:3\54,1753 \+\;NORMFORM:func.4:4\+\57,1840 FinPairUnion;NORMFORM:func.5:5FinPairUnion115,2921 FinPairUnion;NORMFORM:func.6:6FinPairUnion127,3212 DISJOINT_PAIRS;NORMFORM:func.7:7DISJOINT_PAIRS169,4426 Normal_forms_on;NORMFORM:func.8:8Normal_forms_on218,5648 mi;NORMFORM:func.9:9mi243,6182 ^;NORMFORM:func.10:10^248,6300 .;NORMFORM:func.11:11.277,7030 NormForm;NORMFORM:func.12:12NormForm331,7884 normsp_0.abs, N-Str;NORMSP_0:struct.1:1N-Str33,1302 ||.;NORMSP_0:func.1:1||.43,1552 ||.;NORMSP_0:func.2:2||.52,1724 ||.;NORMSP_0:func.3:3||.68,2131 ||.;NORMSP_0:func.4:4||.76,2377 N-ZeroStr;NORMSP_0:struct.2:2N-ZeroStr82,2514 discerning;NORMSP_0:attr.3:1discerning94,2793 reflexive;NORMSP_0:attr.4:2reflexive97,2873 normsp_1.abs, NORMSTR;NORMSP_1:struct.1:1NORMSTR36,1602 RealNormSpace-like;NORMSP_1:attr.2:1RealNormSpace-like51,1964 RealNormSpace;NORMSP_1:mode.0:1RealNormSpace65,2382 .;NORMSP_1:func.1:1.153,4753 +;NORMSP_1:func.2:2+160,4878 -;NORMSP_1:func.3:3-169,5056 -;NORMSP_1:func.4:4-179,5256 *;NORMSP_1:func.5:5*189,5431 convergent;NORMSP_1:attr.3:2convergent197,5549 lim;NORMSP_1:func.6:6lim223,6133 normsp_2.abs, distance_by_norm_of;NORMSP_2:func.1:1distance_by_norm_of53,2569 MetricSpaceNorm;NORMSP_2:func.2:2MetricSpaceNorm62,2779 TopSpaceNorm;NORMSP_2:func.3:3TopSpaceNorm97,4065 LinearTopSpaceNorm;NORMSP_2:func.4:4LinearTopSpaceNorm171,6748 ntalgo_1.abs, ALGO_GCD;NTALGO_1:func.1:1ALGO_GCD36,1514 ALGO_EXGCD;NTALGO_1:func.2:2ALGO_EXGCD92,3297 ALGO_INVERSE;NTALGO_1:func.3:3ALGO_INVERSE156,4922 ALGO_CRT;NTALGO_1:func.4:4ALGO_CRT210,6275 numbers.abs, NAT;NUMBERS:func.0:1NAT31,1214 0;NUMBERS:func.0:2032,1239 REAL;NUMBERS:func.1:3REAL36,1276 COMPLEX;NUMBERS:func.2:4COMPLEX46,1413 RAT;NUMBERS:func.3:5RAT50,1540 INT;NUMBERS:func.4:6INT53,1609 NAT;NUMBERS:func.5:7NAT56,1676 0;NUMBERS:func.6:8069,1907 ExtREAL;NUMBERS:func.7:9ExtREAL168,3219 numeral1.abs, value;NUMERAL1:func.1:1value51,2146 digits;NUMERAL1:func.2:2digits64,2454 openlatt.abs, Topology_of;OPENLATT:func.1:1Topology_of49,1734 \/;OPENLATT:func.2:2\/61,1971 /\;OPENLATT:func.3:3/\62,2023 Top_Union;OPENLATT:func.4:4Top_Union70,2178 Top_Meet;OPENLATT:func.5:5Top_Meet74,2269 Open_setLatt;OPENLATT:func.6:6Open_setLatt86,2512 F_primeSet;OPENLATT:func.7:7F_primeSet130,3393 StoneH;OPENLATT:func.8:8StoneH140,3601 StoneS;OPENLATT:func.9:9StoneS155,3937 SF_have;OPENLATT:func.10:10SF_have176,4316 \/;OPENLATT:func.11:11\/217,5237 /\;OPENLATT:func.12:12/\218,5285 Set_Union;OPENLATT:func.13:13Set_Union223,5359 Set_Meet;OPENLATT:func.14:14Set_Meet227,5487 StoneLatt;OPENLATT:func.15:15StoneLatt238,5723 StoneH;OPENLATT:func.16:16StoneH258,6141 HTopSpace;OPENLATT:func.17:17HTopSpace293,6780 StoneH;OPENLATT:func.18:18StoneH315,7281 oposet_1.abs, TrivOrthoRelStr;OPOSET_1:func.1:1TrivOrthoRelStr72,2220 TrivPoset;OPOSET_1:func.1:2TrivPoset79,2340 TrivAsymOrthoRelStr;OPOSET_1:func.2:3TrivAsymOrthoRelStr87,2457 Dneg;OPOSET_1:attr.1:1Dneg98,2683 SubReFlexive;OPOSET_1:attr.2:2SubReFlexive116,2989 irreflexive;OPOSET_1:attr.0:3irreflexive141,3390 irreflexive;OPOSET_1:attr.0:4irreflexive145,3487 symmetric;OPOSET_1:attr.0:5symmetric166,3864 antisymmetric;OPOSET_1:attr.0:6antisymmetric184,4158 asymmetric;OPOSET_1:attr.0:7asymmetric202,4474 transitive;OPOSET_1:attr.0:8transitive223,4830 SubQuasiOrdered;OPOSET_1:attr.3:9SubQuasiOrdered261,5595 SubPreOrdered;OPOSET_1:attr.3:10SubPreOrdered269,5705 QuasiOrdered;OPOSET_1:attr.4:11QuasiOrdered274,5786 PreOrdered;OPOSET_1:attr.4:12PreOrdered282,5890 QuasiPure;OPOSET_1:attr.5:13QuasiPure302,6300 QuasiPureOrthoRelStr;OPOSET_1:mode.0:1QuasiPureOrthoRelStr317,6541 PartialOrdered;OPOSET_1:attr.6:14PartialOrdered325,6661 Pure;OPOSET_1:attr.7:15Pure342,7022 PureOrthoRelStr;OPOSET_1:mode.0:2PureOrthoRelStr357,7252 StrictPartialOrdered;OPOSET_1:attr.8:16StrictPartialOrdered365,7350 StrictOrdered;OPOSET_1:attr.8:17StrictOrdered373,7463 Orderinvolutive;OPOSET_1:attr.9:18Orderinvolutive411,8326 OrderInvolutive;OPOSET_1:attr.10:19OrderInvolutive419,8461 PreOrthoPoset;OPOSET_1:mode.0:3PreOrthoPoset437,8804 QuasiOrthoComplement_on;OPOSET_1:pred.1:1QuasiOrthoComplement_on444,8976 QuasiOrthocomplemented;OPOSET_1:attr.11:20QuasiOrthocomplemented453,9194 OrthoComplement_on;OPOSET_1:pred.2:2OrthoComplement_on466,9498 Orthocomplemented;OPOSET_1:attr.12:21Orthocomplemented477,9814 QuasiOrthoPoset;OPOSET_1:mode.0:4QuasiOrthoPoset504,10445 OrthoPoset;OPOSET_1:mode.0:5OrthoPoset506,10536 oppcat_1.abs, ~;OPPCAT_1:func.1:1~34,1271 opp;OPPCAT_1:func.2:2opp42,1365 opp;OPPCAT_1:func.3:3opp51,1593 opp;OPPCAT_1:func.4:4opp64,1819 opp;OPPCAT_1:func.5:5opp91,2343 opp;OPPCAT_1:func.6:6opp99,2463 opp;OPPCAT_1:func.7:7opp107,2628 opp;OPPCAT_1:func.8:8opp115,2816 /*;OPPCAT_1:func.9:9/*206,5505 Contravariant_Functor;OPPCAT_1:mode.1:1Contravariant_Functor226,6060 *';OPPCAT_1:func.10:10*'280,7885 *';OPPCAT_1:func.11:11*'284,8033 id*;OPPCAT_1:func.12:12id*395,11524 *id;OPPCAT_1:func.13:13*id398,11611 orders_1.abs, Choice_Function;ORDERS_1:mode.1:1Choice_Function46,1477 BOOL;ORDERS_1:func.1:1BOOL56,1656 Order;ORDERS_1:mode.0:2Order80,1940 being_quasi-order;ORDERS_1:attr.1:1being_quasi-order142,3367 being_partial-order;ORDERS_1:attr.2:2being_partial-order145,3450 being_linear-order;ORDERS_1:attr.3:3being_linear-order149,3550 quasi_orders;ORDERS_1:pred.1:1quasi_orders208,4990 partially_orders;ORDERS_1:pred.2:2partially_orders212,5085 linearly_orders;ORDERS_1:pred.3:3linearly_orders216,5210 has_upper_Zorn_property_wrt;ORDERS_1:pred.4:4has_upper_Zorn_property_wrt288,7036 has_lower_Zorn_property_wrt;ORDERS_1:pred.5:5has_lower_Zorn_property_wrt293,7202 is_maximal_in;ORDERS_1:pred.6:6is_maximal_in313,7738 is_minimal_in;ORDERS_1:pred.7:7is_minimal_in317,7854 is_superior_of;ORDERS_1:pred.8:8is_superior_of321,7970 is_inferior_of;ORDERS_1:pred.9:9is_inferior_of325,8088 orders_2.abs, RelStr;ORDERS_2:struct.1:1RelStr34,1320 total;ORDERS_2:attr.2:1total47,1558 reflexive;ORDERS_2:attr.3:2reflexive51,1634 transitive;ORDERS_2:attr.4:3transitive55,1738 antisymmetric;ORDERS_2:attr.5:4antisymmetric59,1844 Poset;ORDERS_2:mode.0:1Poset74,2132 <=;ORDERS_2:pred.1:1<=123,3100 >=;ORDERS_2:pred.1:2>=132,3239 <;ORDERS_2:pred.2:3<138,3337 >;ORDERS_2:pred.2:4>148,3480 <=;ORDERS_2:pred.3:5<=157,3696 strongly_connected;ORDERS_2:attr.6:5strongly_connected192,4620 Chain;ORDERS_2:mode.0:2Chain210,4942 UpperCone;ORDERS_2:func.1:1UpperCone245,5926 LowerCone;ORDERS_2:func.2:2LowerCone254,6065 InitSegm;ORDERS_2:func.3:3InitSegm298,6804 Initial_Segm;ORDERS_2:mode.1:3Initial_Segm306,6922 Chain;ORDERS_2:mode.2:4Chain360,8295 Chains;ORDERS_2:func.4:4Chains394,9034 orders_3.abs, discrete;ORDERS_3:attr.1:1discrete36,1498 disconnected;ORDERS_3:attr.2:2disconnected59,1906 connected;ORDERS_3:attr.2:3connected70,2179 disconnected;ORDERS_3:attr.3:4disconnected75,2266 connected;ORDERS_3:attr.3:5connected83,2378 POSet_set-like;ORDERS_3:attr.4:6POSet_set-like117,3160 POSet_set;ORDERS_3:mode.0:1POSet_set128,3347 Element;ORDERS_3:mode.1:2Element133,3436 monotone;ORDERS_3:attr.5:7monotone139,3556 MonFuncs;ORDERS_3:func.1:1MonFuncs151,3806 Carr;ORDERS_3:func.2:2Carr172,4287 POSCat;ORDERS_3:func.3:3POSCat203,4949 POSAltCat;ORDERS_3:func.4:4POSAltCat238,6508 orders_4.abs, Chain;ORDERS_4:mode.1:1Chain36,1590 countable;ORDERS_4:attr.1:1countable60,2004 form_upper_lower_partition_of;ORDERS_4:pred.1:1form_upper_lower_partition_of91,2557 ordinal1.abs, succ;ORDINAL1:func.1:1succ38,1190 epsilon-transitive;ORDINAL1:attr.1:1epsilon-transitive68,1619 epsilon-connected;ORDINAL1:attr.2:2epsilon-connected72,1707 ordinal;ORDINAL1:attr.3:3ordinal84,1911 number;ORDINAL1:mode.0:1number96,2171 Ordinal;ORDINAL1:mode.0:2Ordinal104,2263 c=;ORDINAL1:pred.1:1c=128,2793 limit_ordinal;ORDINAL1:attr.4:4limit_ordinal212,4477 T-Sequence-like;ORDINAL1:attr.5:5T-Sequence-like232,4809 T-Sequence;ORDINAL1:mode.0:3T-Sequence243,4966 T-Sequence;ORDINAL1:mode.0:4T-Sequence253,5102 c=-linear;ORDINAL1:attr.6:6c=-linear283,5660 On;ORDINAL1:func.2:2On327,6810 Lim;ORDINAL1:func.3:3Lim331,6891 omega;ORDINAL1:func.4:4omega341,7116 natural;ORDINAL1:attr.7:7natural354,7358 Nat;ORDINAL1:mode.0:5Nat365,7484 ordinal2.abs, last;ORDINAL2:func.1:1last60,1645 inf;ORDINAL2:func.2:2inf96,2206 sup;ORDINAL2:func.3:3sup99,2268 Ordinal-yielding;ORDINAL2:attr.1:1Ordinal-yielding145,3170 Ordinal-Sequence;ORDINAL2:mode.0:1Ordinal-Sequence156,3325 sup;ORDINAL2:func.4:4sup332,10406 inf;ORDINAL2:func.5:5inf335,10468 lim_sup;ORDINAL2:func.6:6lim_sup345,10621 lim_inf;ORDINAL2:func.7:7lim_inf349,10775 is_limes_of;ORDINAL2:pred.1:1is_limes_of357,10958 lim;ORDINAL2:func.8:8lim370,11287 lim;ORDINAL2:func.9:9lim378,11388 increasing;ORDINAL2:attr.2:2increasing385,11501 continuous;ORDINAL2:attr.3:3continuous388,11600 +^;ORDINAL2:func.10:10+^396,11768 *^;ORDINAL2:func.11:11*^406,12040 exp;ORDINAL2:func.12:12exp421,12396 is_cofinal_with;ORDINAL2:pred.2:2is_cofinal_with511,14287 ordinal3.abs, +^;ORDINAL3:func.1:1+^156,3371 +^;ORDINAL3:func.2:2+^160,3494 *^;ORDINAL3:func.3:3*^163,3616 *^;ORDINAL3:func.4:4*^166,3738 -^;ORDINAL3:func.5:5-^215,5082 div^;ORDINAL3:func.6:6div^219,5173 mod^;ORDINAL3:func.7:7mod^227,5315 +^;ORDINAL3:func.8:8+^325,7193 *^;ORDINAL3:func.9:9*^331,7279 ordinal4.abs, ^;ORDINAL4:func.1:1^46,1493 Ordinal;ORDINAL4:mode.0:1Ordinal184,5124 Ordinal-Sequence;ORDINAL4:mode.0:2Ordinal-Sequence185,5169 0-element_of;ORDINAL4:func.2:20-element_of214,5716 1-element_of;ORDINAL4:func.3:31-element_of217,5785 .;ORDINAL4:func.4:4.221,5877 *;ORDINAL4:func.5:5*227,5981 succ;ORDINAL4:func.6:6succ235,6126 +^;ORDINAL4:func.7:7+^237,6187 *^;ORDINAL4:func.8:8*^242,6261 ordinal5.abs, decreasing;ORDINAL5:attr.1:1decreasing68,2166 non-decreasing;ORDINAL5:attr.2:2non-decreasing71,2264 non-increasing;ORDINAL5:attr.3:3non-increasing75,2367 |^|^;ORDINAL5:func.1:1|^|^136,3861 epsilon;ORDINAL5:attr.4:4epsilon253,6874 first_epsilon_greater_than;ORDINAL5:func.2:2first_epsilon_greater_than268,7090 epsilon_;ORDINAL5:func.3:3epsilon_305,8071 Sum^;ORDINAL5:func.4:4Sum^374,10001 Cantor-component;ORDINAL5:attr.5:5Cantor-component398,10577 -exponent;ORDINAL5:func.5:5-exponent414,10832 Cantor-normal-form;ORDINAL5:attr.6:6Cantor-normal-form445,11661 ordinal6.abs, ordinal-membered;ORDINAL6:attr.1:1ordinal-membered46,1893 normal;ORDINAL6:attr.2:2normal140,3821 normal;ORDINAL6:attr.2:3normal147,3957 ord-type;ORDINAL6:func.1:1ord-type168,4441 ord-type;ORDINAL6:func.1:2ord-type175,4582 numbering;ORDINAL6:func.2:3numbering209,5108 criticals;ORDINAL6:func.3:4criticals272,6760 Ordinal-Sequence;ORDINAL6:mode.0:1Ordinal-Sequence349,8778 .;ORDINAL6:func.4:5.361,9011 exp;ORDINAL6:func.5:6exp426,10846 exp;ORDINAL6:func.6:7exp432,10934 Ordinal-Sequence-valued;ORDINAL6:attr.3:4Ordinal-Sequence-valued458,11367 with_the_same_dom;ORDINAL6:attr.4:5with_the_same_dom470,11632 criticals;ORDINAL6:func.7:8criticals520,12574 lims;ORDINAL6:func.8:9lims573,14288 OS@;ORDINAL6:func.9:10OS@590,14718 OSV@;ORDINAL6:func.10:11OSV@593,14838 -Veblen;ORDINAL6:func.11:12-Veblen601,15041 -Veblen;ORDINAL6:func.12:13-Veblen655,16636 -Veblen;ORDINAL6:func.13:14-Veblen662,16766 o_ring_1.abs, ^2;O_RING_1:func.1:1^236,1367 being_a_square;O_RING_1:attr.1:1being_a_square43,1496 being_a_Sum_of_squares;O_RING_1:attr.2:2being_a_Sum_of_squares50,1610 being_a_sum_of_squares;O_RING_1:attr.3:3being_a_sum_of_squares60,1853 being_a_Product_of_squares;O_RING_1:attr.4:4being_a_Product_of_squares68,2016 being_a_product_of_squares;O_RING_1:attr.5:5being_a_product_of_squares78,2220 being_a_Sum_of_products_of_squares;O_RING_1:attr.6:6being_a_Sum_of_products_of_squares86,2368 being_a_sum_of_products_of_squares;O_RING_1:attr.7:7being_a_sum_of_products_of_squares96,2605 being_an_Amalgam_of_squares;O_RING_1:attr.8:8being_an_Amalgam_of_squares104,2769 being_an_amalgam_of_squares;O_RING_1:attr.9:9being_an_amalgam_of_squares114,2998 being_a_Sum_of_amalgams_of_squares;O_RING_1:attr.10:10being_a_Sum_of_amalgams_of_squares122,3149 being_a_sum_of_amalgams_of_squares;O_RING_1:attr.11:11being_a_sum_of_amalgams_of_squares132,3389 being_a_generation_from_squares;O_RING_1:attr.12:12being_a_generation_from_squares140,3554 generated_from_squares;O_RING_1:attr.13:13generated_from_squares150,3810 ortsp_1.abs, OrtSp-like;ORTSP_1:attr.1:1OrtSp-like41,1543 OrtSp;ORTSP_1:mode.0:1OrtSp62,2225 ProJ;ORTSP_1:func.1:1ProJ108,3283 PProJ;ORTSP_1:func.2:2PProJ176,5161 osafree.abs, OSGeneratorSet;OSAFREE:mode.1:1OSGeneratorSet47,2118 osfree;OSAFREE:attr.1:1osfree67,2779 osfree;OSAFREE:attr.2:2osfree77,3100 OSREL;OSAFREE:func.1:1OSREL90,3343 DTConOSA;OSAFREE:func.2:2DTConOSA122,4832 OSSym;OSAFREE:func.3:3OSSym156,5813 ParsedTerms;OSAFREE:func.4:4ParsedTerms166,6079 ParsedTerms;OSAFREE:func.5:5ParsedTerms182,6597 PTDenOp;OSAFREE:func.6:6PTDenOp216,7827 PTOper;OSAFREE:func.7:7PTOper226,8158 ParsedTermsOSA;OSAFREE:func.8:8ParsedTermsOSA235,8438 OSSym;OSAFREE:func.9:9OSSym250,8800 LeastSort;OSAFREE:func.10:10LeastSort299,11220 Element;OSAFREE:mode.0:2Element314,11687 LeastSorts;OSAFREE:func.11:11LeastSorts353,13086 pi;OSAFREE:func.12:12pi379,13960 @;OSAFREE:func.13:13@391,14245 pi;OSAFREE:func.14:14pi402,14484 LCongruence;OSAFREE:func.15:15LCongruence412,14700 FreeOSA;OSAFREE:func.16:16FreeOSA420,14959 @;OSAFREE:func.17:17@436,15526 @;OSAFREE:func.18:18@447,15912 PTClasses;OSAFREE:func.19:19PTClasses462,16586 PTCongruence;OSAFREE:func.20:20PTCongruence502,18325 PTVars;OSAFREE:func.21:21PTVars560,20766 PTVars;OSAFREE:func.22:22PTVars581,21427 OSFreeGen;OSAFREE:func.23:23OSFreeGen594,21805 OSFreeGen;OSAFREE:func.24:24OSFreeGen615,22568 OSClass;OSAFREE:func.25:25OSClass633,23143 pi;OSAFREE:func.26:26pi674,24798 NHReverse;OSAFREE:func.27:27NHReverse692,25410 NHReverse;OSAFREE:func.28:28NHReverse702,25807 PTMin;OSAFREE:func.29:29PTMin728,26548 MinTerm;OSAFREE:mode.2:3MinTerm786,29135 MinTerms;OSAFREE:func.30:30MinTerms795,29350 osalg_1.abs, SortSymbol;OSALG_1:mode.0:1SortSymbol41,1642 OperSymbol;OSALG_1:mode.0:2OperSymbol46,1736 OverloadedMSSign;OSALG_1:struct.1:1OverloadedMSSign55,2031 RelSortedSign;OSALG_1:struct.2:2RelSortedSign63,2312 OverloadedRSSign;OSALG_1:struct.3:3OverloadedRSSign69,2562 order-sorted;OSALG_1:attr.4:1order-sorted110,3776 ~=;OSALG_1:pred.1:1~=129,4206 discernable;OSALG_1:attr.5:2discernable147,4631 op-discrete;OSALG_1:attr.6:3op-discrete153,4815 OSSign;OSALG_1:func.1:1OSSign178,5464 OrderSortedSign;OSALG_1:mode.0:3OrderSortedSign208,6282 <=;OSALG_1:pred.2:2<=229,6955 monotone;OSALG_1:attr.7:4monotone258,7678 monotone;OSALG_1:attr.8:5monotone267,7865 has_least_args_for;OSALG_1:pred.3:3has_least_args_for304,8652 has_least_sort_for;OSALG_1:pred.4:4has_least_sort_for310,8834 has_least_rank_for;OSALG_1:pred.5:5has_least_rank_for320,9063 regular;OSALG_1:attr.9:6regular328,9209 regular;OSALG_1:attr.10:7regular337,9397 LBound;OSALG_1:func.2:2LBound379,10385 ConstOSSet;OSALG_1:func.3:3ConstOSSet397,10765 order-sorted;OSALG_1:attr.11:8order-sorted411,11085 OrderSortedSet;OSALG_1:mode.0:4OrderSortedSet432,11449 order-sorted;OSALG_1:attr.12:9order-sorted447,11773 ConstOSA;OSALG_1:func.4:4ConstOSA462,12165 OSAlgebra;OSALG_1:mode.0:5OSAlgebra483,12565 OSAlg;OSALG_1:func.5:5OSAlg506,13060 <=;OSALG_1:pred.6:6<=524,13541 monotone;OSALG_1:attr.13:10monotone556,14428 TrivialOSA;OSALG_1:func.6:6TrivialOSA574,14877 OperNames;OSALG_1:func.7:7OperNames602,15447 OperName;OSALG_1:mode.0:6OperName614,15676 Name;OSALG_1:func.8:8Name619,15754 Element;OSALG_1:mode.1:7Element636,16134 LBound;OSALG_1:func.9:9LBound653,16738 osalg_2.abs, OrderSortedSubset;OSALG_2:mode.1:1OrderSortedSubset49,1846 OSSubset;OSALG_2:mode.2:2OSSubset68,2210 OSSubAlgebra;OSALG_2:mode.0:3OSSubAlgebra111,3220 OSConstants;OSALG_2:func.1:1OSConstants138,3993 OSCl;OSALG_2:func.2:2OSCl153,4340 OSConstants;OSALG_2:func.3:3OSConstants174,4909 OSbool;OSALG_2:func.4:4OSbool213,6002 OSSubSort;OSALG_2:func.5:5OSSubSort220,6202 OSSubSort;OSALG_2:func.6:6OSSubSort240,6632 @;OSALG_2:func.7:7@259,7018 OSSubSort;OSALG_2:func.8:8OSSubSort279,7551 OSMSubSort;OSALG_2:func.9:9OSMSubSort307,8281 GenOSAlg;OSALG_2:func.10:10GenOSAlg370,9956 "\/"_os;OSALG_2:func.11:11"\/"_os415,11414 OSSub;OSALG_2:func.12:12OSSub450,12469 OSSub;OSALG_2:func.13:13OSSub466,12763 OSAlg_join;OSALG_2:func.14:14OSAlg_join475,13003 OSAlg_meet;OSALG_2:func.15:15OSAlg_meet486,13274 OSSubAlLattice;OSALG_2:func.16:16OSSubAlLattice515,13963 osalg_3.abs, order-sorted;OSALG_3:attr.1:1order-sorted38,1505 are_os_isomorphic;OSALG_3:pred.1:1are_os_isomorphic93,3296 are_os_isomorphic;OSALG_3:pred.2:2are_os_isomorphic110,3714 are_os_isomorphic;OSALG_3:pred.3:3are_os_isomorphic117,3841 osalg_4.abs, os-compatible;OSALG_4:attr.1:1os-compatible49,2103 OrderSortedRelation;OSALG_4:mode.0:1OrderSortedRelation66,2526 OrderSortedRelation;OSALG_4:mode.0:2OrderSortedRelation83,3044 OrderSortedRelation;OSALG_4:mode.1:3OrderSortedRelation89,3175 OSCongruence;OSALG_4:mode.0:4OSCongruence114,3909 Path_Rel;OSALG_4:func.1:1Path_Rel131,4697 ~=;OSALG_4:pred.1:1~=150,5333 Components;OSALG_4:func.2:2Components166,5618 Component;OSALG_4:mode.0:5Component178,5860 CComp;OSALG_4:func.3:3CComp185,5982 -carrier_of;OSALG_4:func.4:4-carrier_of198,6303 locally_directed;OSALG_4:attr.2:2locally_directed210,6623 CompClass;OSALG_4:func.5:5CompClass260,7950 OSClass;OSALG_4:func.6:6OSClass276,8419 OSClass;OSALG_4:func.7:7OSClass304,9419 OSClass;OSALG_4:func.8:8OSClass325,9994 #_os;OSALG_4:func.9:9#_os362,11273 OSQuotRes;OSALG_4:func.10:10OSQuotRes376,11698 OSQuotArgs;OSALG_4:func.11:11OSQuotArgs382,11940 OSQuotRes;OSALG_4:func.12:12OSQuotRes392,12227 OSQuotArgs;OSALG_4:func.13:13OSQuotArgs396,12434 OSQuotCharact;OSALG_4:func.14:14OSQuotCharact411,12906 OSQuotCharact;OSALG_4:func.15:15OSQuotCharact424,13284 QuotOSAlg;OSALG_4:func.16:16QuotOSAlg435,13579 OSNat_Hom;OSALG_4:func.17:17OSNat_Hom455,14033 OSNat_Hom;OSALG_4:func.18:18OSNat_Hom465,14298 OSCng;OSALG_4:func.19:19OSCng489,15063 OSHomQuot;OSALG_4:func.20:20OSHomQuot503,15334 OSHomQuot;OSALG_4:func.21:21OSHomQuot518,15760 monotone;OSALG_4:attr.3:3monotone552,17181 OSHomQuot;OSALG_4:func.22:22OSHomQuot628,19615 OSHomQuot;OSALG_4:func.23:23OSHomQuot643,20059 papdesaf.abs, Fanoian;PAPDESAF:attr.0:1Fanoian66,2314 Pappian;PAPDESAF:attr.1:2Pappian76,2507 Desarguesian;PAPDESAF:attr.2:3Desarguesian80,2578 Moufangian;PAPDESAF:attr.3:4Moufangian84,2659 translation;PAPDESAF:attr.4:5translation88,2736 satisfying_DES;PAPDESAF:attr.5:6satisfying_DES96,2860 satisfying_DES_1;PAPDESAF:attr.6:7satisfying_DES_1106,3129 parsp_1.abs, c3add;PARSP_1:func.1:1c3add41,1402 +;PARSP_1:func.2:2+50,1593 c3compl;PARSP_1:func.3:3c3compl64,1870 -;PARSP_1:func.4:4-73,2043 Relation4;PARSP_1:mode.1:1Relation490,2323 ParStr;PARSP_1:struct.1:1ParStr97,2416 '||';PARSP_1:pred.1:1'||'111,2677 C_3;PARSP_1:func.5:5C_3119,2788 4C_3;PARSP_1:func.6:64C_3132,2978 PRs;PARSP_1:func.7:7PRs148,3265 PR;PARSP_1:func.8:8PR163,3666 MPS;PARSP_1:func.9:9MPS170,3763 ParSp-like;PARSP_1:attr.2:1ParSp-like242,5599 ParSp;PARSP_1:mode.0:2ParSp256,5971 parsp_2.abs, FanodesSp-like;PARSP_2:attr.1:1FanodesSp-like72,2478 FanodesSp;PARSP_2:mode.0:1FanodesSp87,2934 is_collinear;PARSP_2:pred.1:1is_collinear100,3216 parallelogram;PARSP_2:pred.2:2parallelogram164,5095 congr;PARSP_2:pred.3:3congr244,7760 partfun1.abs, PartFunc;PARTFUN1:mode.0:1PartFunc54,1625 *;PARTFUN1:func.1:1*89,2671 |;PARTFUN1:func.2:2|115,3367 <:;PARTFUN1:func.3:3<:160,4508 total;PARTFUN1:attr.1:1total228,6288 PFuncs;PARTFUN1:func.4:4PFuncs263,7053 tolerates;PARTFUN1:pred.1:1tolerates296,7760 TotFuncs;PARTFUN1:func.5:5TotFuncs369,9709 id;PARTFUN1:func.6:6id427,11090 /.;PARTFUN1:func.7:7/.456,11807 partfun2.abs, id;PARTFUN2:func.1:1id60,1872 ";PARTFUN2:func.2:2"82,2431 |`;PARTFUN2:func.3:3|`117,3409 -->;PARTFUN2:func.4:4-->175,5190 constant;PARTFUN2:attr.1:1constant202,5707 partfun3.abs, positive-yielding;PARTFUN3:attr.1:1positive-yielding66,2053 negative-yielding;PARTFUN3:attr.2:2negative-yielding70,2161 nonpositive-yielding;PARTFUN3:attr.3:3nonpositive-yielding74,2269 nonnegative-yielding;PARTFUN3:attr.4:4nonnegative-yielding78,2381 sqrt;PARTFUN3:func.1:1sqrt508,12072 sqrt;PARTFUN3:func.2:2sqrt521,12361 sqrt;PARTFUN3:func.3:3sqrt538,12718 ^;PARTFUN3:func.4:4^543,12833 /;PARTFUN3:func.5:5/549,12982 partit1.abs, '<';PARTIT1:pred.0:1'<'44,1550 '>';PARTIT1:pred.0:2'>'45,1599 is_a_dependent_set_of;PARTIT1:pred.1:3is_a_dependent_set_of63,2063 is_min_depend;PARTIT1:pred.2:4is_min_depend72,2240 PARTITIONS;PARTIT1:func.1:1PARTITIONS112,3425 '/\';PARTIT1:func.2:2'/\'130,3723 '\/';PARTIT1:func.3:3'\/'149,4166 ERl;PARTIT1:func.4:4ERl177,4821 Rel;PARTIT1:func.5:5Rel186,4999 %I;PARTIT1:func.0:6%I241,6737 %O;PARTIT1:func.6:7%O247,6805 partit_2.abs, Element;PARTIT_2:mode.1:1Element39,1553 [#];PARTIT_2:func.0:1[#]119,3912 {};PARTIT_2:func.1:2{}124,3979 [#];PARTIT_2:func.2:3[#]127,4044 involutive;PARTIT_2:attr.1:1involutive186,5370 involutive;PARTIT_2:attr.2:2involutive195,5517 pasch.abs, satisfying_Int_Par_Pasch;PASCH:attr.1:1satisfying_Int_Par_Pasch32,1060 satisfying_Ext_Par_Pasch;PASCH:attr.2:2satisfying_Ext_Par_Pasch40,1239 satisfying_Gen_Par_Pasch;PASCH:attr.3:3satisfying_Gen_Par_Pasch48,1418 satisfying_Ext_Bet_Pasch;PASCH:attr.4:4satisfying_Ext_Bet_Pasch57,1630 satisfying_Int_Bet_Pasch;PASCH:attr.5:5satisfying_Int_Bet_Pasch65,1816 Fanoian;PASCH:attr.6:6Fanoian73,2002 pboole.abs, ManySortedSet;PBOOLE:mode.0:1ManySortedSet47,1458 in;PBOOLE:pred.1:1in61,1777 c=;PBOOLE:pred.2:2c=65,1850 in;PBOOLE:pred.3:3in74,2007 [[0]];PBOOLE:func.1:1[[0]]89,2349 \/;PBOOLE:func.2:2\/93,2431 /\;PBOOLE:func.3:3/\99,2565 \;PBOOLE:func.4:4\105,2699 overlaps;PBOOLE:pred.4:4overlaps109,2799 misses;PBOOLE:pred.5:5misses114,2893 meets;PBOOLE:pred.5:6meets124,3021 \+\;PBOOLE:func.5:5\+\129,3087 =;PBOOLE:pred.6:7=166,3764 [=;PBOOLE:pred.7:8[=499,10138 empty-yielding;PBOOLE:attr.1:1empty-yielding549,11058 non-empty;PBOOLE:attr.2:2non-empty554,11158 ManySortedFunction;PBOOLE:mode.0:2ManySortedFunction619,12613 Component;PBOOLE:mode.0:3Component628,12834 Element;PBOOLE:mode.1:4Element641,13166 ManySortedFunction;PBOOLE:mode.2:5ManySortedFunction652,13399 [|;PBOOLE:func.6:6[|688,14228 (Funcs);PBOOLE:func.7:7(Funcs)695,14364 ManySortedSubset;PBOOLE:mode.3:6ManySortedSubset702,14542 **;PBOOLE:func.8:8**715,14803 .:.:;PBOOLE:func.9:9.:.:729,15124 =;PBOOLE:pred.8:9=798,16835 pcomps_1.abs, locally_finite;PCOMPS_1:attr.1:1locally_finite80,2438 clf;PCOMPS_1:func.1:1clf99,2920 paracompact;PCOMPS_1:attr.2:2paracompact150,4240 Family_open_set;PCOMPS_1:func.2:2Family_open_set183,5138 TopSpaceMetr;PCOMPS_1:func.3:3TopSpaceMetr220,6188 is_metric_of;PCOMPS_1:pred.1:1is_metric_of247,6720 SpaceMetr;PCOMPS_1:func.4:4SpaceMetr262,7104 metrizable;PCOMPS_1:attr.3:3metrizable272,7273 pcomps_2.abs, PartUnion;PCOMPS_2:func.1:1PartUnion53,2087 DisjointFam;PCOMPS_2:func.2:2DisjointFam60,2203 PartUnionNat;PCOMPS_2:func.3:3PartUnionNat67,2406 .;PCOMPS_2:func.4:4.106,3674 pcs_0.abs, field;PCS_0:func.1:1field37,1686 \/;PCS_0:func.2:2\/44,1839 Carrier;PCS_0:func.0:3Carrier74,2660 [^;PCS_0:func.3:4[^83,2868 [^;PCS_0:func.3:5[^94,3232 transitive-yielding;PCS_0:attr.1:1transitive-yielding145,4286 pcs-InternalRels;PCS_0:func.4:6pcs-InternalRels166,4695 pcs-InternalRels;PCS_0:func.4:7pcs-InternalRels175,4939 TolStr;PCS_0:struct.1:1TolStr196,5412 (--);PCS_0:pred.1:1(--)203,5570 pcs-tol-total;PCS_0:attr.3:2pcs-tol-total211,5678 pcs-tol-reflexive;PCS_0:attr.4:3pcs-tol-reflexive215,5760 pcs-tol-irreflexive;PCS_0:attr.5:4pcs-tol-irreflexive219,5870 pcs-tol-symmetric;PCS_0:attr.6:5pcs-tol-symmetric223,5985 emptyTolStr;PCS_0:func.5:8emptyTolStr230,6113 (--);PCS_0:pred.2:2(--)283,7167 TolStr-yielding;PCS_0:attr.7:6TolStr-yielding307,7645 TolStr-yielding;PCS_0:attr.7:7TolStr-yielding315,7785 TolStr-yielding;PCS_0:attr.8:8TolStr-yielding323,7956 pcs-tol-reflexive-yielding;PCS_0:attr.9:9pcs-tol-reflexive-yielding330,8102 pcs-tol-irreflexive-yielding;PCS_0:attr.10:10pcs-tol-irreflexive-yielding334,8229 pcs-tol-symmetric-yielding;PCS_0:attr.11:11pcs-tol-symmetric-yielding338,8360 .;PCS_0:func.6:9.393,9711 pcs-ToleranceRels;PCS_0:func.7:10pcs-ToleranceRels398,9816 pcs-ToleranceRels;PCS_0:func.7:11pcs-ToleranceRels407,10063 [^;PCS_0:func.8:12[^453,11349 [^;PCS_0:func.0:13[^461,11585 [^;PCS_0:func.9:14[^466,11701 ^`1;PCS_0:func.0:15^`1471,11810 ^`2;PCS_0:func.0:16^`2472,11834 ^`1;PCS_0:func.10:17^`1477,11932 ^`2;PCS_0:func.11:18^`2478,11970 pcs-Str;PCS_0:struct.2:2pcs-Str508,12670 pcs-compatible;PCS_0:attr.13:12pcs-compatible515,12853 pcs-like;PCS_0:attr.14:13pcs-like524,13030 anti-pcs-like;PCS_0:attr.15:14anti-pcs-like528,13154 pcs-total;PCS_0:func.12:19pcs-total548,13797 pcs;PCS_0:mode.0:1pcs585,14457 anti-pcs;PCS_0:mode.0:2anti-pcs586,14489 pcs-empty;PCS_0:func.13:20pcs-empty590,14548 pcs-singleton;PCS_0:func.14:21pcs-singleton601,14712 pcs-Str-yielding;PCS_0:attr.16:15pcs-Str-yielding613,14915 pcs-yielding;PCS_0:attr.17:16pcs-yielding617,15019 pcs-Str-yielding;PCS_0:attr.16:17pcs-Str-yielding625,15153 pcs-yielding;PCS_0:attr.17:18pcs-yielding629,15268 pcs-Str-yielding;PCS_0:attr.18:19pcs-Str-yielding637,15433 pcs-yielding;PCS_0:attr.19:20pcs-yielding641,15544 .;PCS_0:func.15:22.667,16227 .;PCS_0:func.16:23.673,16361 c=;PCS_0:pred.3:3c=680,16448 pcs-chain-like;PCS_0:attr.20:21pcs-chain-like703,17076 pcs-Chain;PCS_0:mode.0:3pcs-Chain725,17512 pcs-union;PCS_0:func.17:24pcs-union730,17660 pcs-sum;PCS_0:func.18:25pcs-sum840,20380 pcs-extension;PCS_0:func.19:26pcs-extension898,22110 pcs-reverse;PCS_0:func.20:27pcs-reverse987,24893 pcs-times;PCS_0:func.21:28pcs-times1049,26349 -->;PCS_0:func.22:29-->1115,28078 pcs-self-coherent;PCS_0:attr.21:22pcs-self-coherent1186,29700 pcs-self-coherent-membered;PCS_0:attr.22:23pcs-self-coherent-membered1199,29971 pcs-general-power-IR;PCS_0:func.23:30pcs-general-power-IR1212,30254 pcs-general-power-TR;PCS_0:func.24:31pcs-general-power-TR1222,30522 pcs-general-power;PCS_0:func.25:32pcs-general-power1244,31240 pcs-general-power;PCS_0:func.25:33pcs-general-power1251,31437 pcs-coherent-power;PCS_0:func.26:34pcs-coherent-power1315,33258 pcs-coherent-power;PCS_0:func.27:35pcs-coherent-power1336,33712 pcs-power;PCS_0:func.28:36pcs-power1347,33939 pdiff_1.abs, proj;PDIFF_1:func.1:1proj42,2054 <>*;PDIFF_1:func.2:2<>*65,2764 <>*;PDIFF_1:func.3:3<>*74,2943 Proj;PDIFF_1:func.4:4Proj81,3074 reproj;PDIFF_1:func.5:5reproj90,3286 reproj;PDIFF_1:func.6:6reproj99,3489 reproj;PDIFF_1:func.7:7reproj105,3622 is_differentiable_in;PDIFF_1:pred.1:1is_differentiable_in117,3947 diff;PDIFF_1:func.8:8diff130,4274 is_partial_differentiable_in;PDIFF_1:pred.2:2is_partial_differentiable_in206,7225 partdiff;PDIFF_1:func.9:9partdiff217,7500 is_partial_differentiable_in;PDIFF_1:pred.3:3is_partial_differentiable_in228,7804 partdiff;PDIFF_1:func.10:10partdiff239,8068 partdiff;PDIFF_1:func.11:11partdiff249,8313 is_partial_differentiable_in;PDIFF_1:pred.4:4is_partial_differentiable_in274,8989 partdiff;PDIFF_1:func.12:12partdiff289,9375 is_partial_differentiable_in;PDIFF_1:pred.5:5is_partial_differentiable_in334,10942 partdiff;PDIFF_1:func.13:13partdiff345,11232 is_partial_differentiable_in;PDIFF_1:pred.6:6is_partial_differentiable_in356,11554 partdiff;PDIFF_1:func.14:14partdiff367,11837 is_partial_differentiable_on;PDIFF_1:pred.7:7is_partial_differentiable_on401,12971 `partial|;PDIFF_1:func.15:15`partial|418,13412 pdiff_2.abs, SVF1;PDIFF_2:func.1:1SVF158,2370 is_partial_differentiable`1_on;PDIFF_2:pred.1:1is_partial_differentiable`1_on126,5146 is_partial_differentiable`2_on;PDIFF_2:pred.2:2is_partial_differentiable`2_on131,5310 `partial1|;PDIFF_2:func.2:2`partial1|151,5871 `partial2|;PDIFF_2:func.3:3`partial2|162,6140 pdiff_3.abs, pdiff1;PDIFF_3:func.1:1pdiff150,2029 is_hpartial_differentiable`11_in;PDIFF_3:pred.1:1is_hpartial_differentiable`11_in58,2244 is_hpartial_differentiable`12_in;PDIFF_3:pred.2:2is_hpartial_differentiable`12_in65,2530 is_hpartial_differentiable`21_in;PDIFF_3:pred.3:3is_hpartial_differentiable`21_in72,2816 is_hpartial_differentiable`22_in;PDIFF_3:pred.4:4is_hpartial_differentiable`22_in79,3102 hpartdiff11;PDIFF_3:func.2:2hpartdiff1193,3519 hpartdiff12;PDIFF_3:func.3:3hpartdiff12107,3936 hpartdiff21;PDIFF_3:func.4:4hpartdiff21121,4353 hpartdiff22;PDIFF_3:func.5:5hpartdiff22135,4770 is_hpartial_differentiable`11_on;PDIFF_3:pred.5:5is_hpartial_differentiable`11_on179,6217 is_hpartial_differentiable`12_on;PDIFF_3:pred.6:6is_hpartial_differentiable`12_on184,6386 is_hpartial_differentiable`21_on;PDIFF_3:pred.7:7is_hpartial_differentiable`21_on189,6555 is_hpartial_differentiable`22_on;PDIFF_3:pred.8:8is_hpartial_differentiable`22_on194,6724 `hpartial11|;PDIFF_3:func.6:6`hpartial11|206,7010 `hpartial12|;PDIFF_3:func.7:7`hpartial12|217,7285 `hpartial21|;PDIFF_3:func.8:8`hpartial21|228,7560 `hpartial22|;PDIFF_3:func.9:9`hpartial22|239,7835 pdiff_4.abs, is_partial_differentiable`1_on;PDIFF_4:pred.1:1is_partial_differentiable`1_on167,6548 is_partial_differentiable`2_on;PDIFF_4:pred.2:2is_partial_differentiable`2_on171,6711 is_partial_differentiable`3_on;PDIFF_4:pred.3:3is_partial_differentiable`3_on175,6874 `partial1|;PDIFF_4:func.1:1`partial1|197,7575 `partial2|;PDIFF_4:func.2:2`partial2|207,7844 `partial3|;PDIFF_4:func.3:3`partial3|217,8113 grad;PDIFF_4:func.4:4grad281,10656 unitvector;PDIFF_4:func.5:5unitvector322,12392 Directiondiff;PDIFF_4:func.6:6Directiondiff331,12658 curl;PDIFF_4:func.7:7curl350,13206 pdiff_5.abs, is_hpartial_differentiable`11_in;PDIFF_5:pred.1:1is_hpartial_differentiable`11_in45,1929 is_hpartial_differentiable`12_in;PDIFF_5:pred.2:2is_hpartial_differentiable`12_in51,2222 is_hpartial_differentiable`13_in;PDIFF_5:pred.3:3is_hpartial_differentiable`13_in57,2515 is_hpartial_differentiable`21_in;PDIFF_5:pred.4:4is_hpartial_differentiable`21_in63,2808 is_hpartial_differentiable`22_in;PDIFF_5:pred.5:5is_hpartial_differentiable`22_in69,3101 is_hpartial_differentiable`23_in;PDIFF_5:pred.6:6is_hpartial_differentiable`23_in75,3394 is_hpartial_differentiable`31_in;PDIFF_5:pred.7:7is_hpartial_differentiable`31_in81,3687 is_hpartial_differentiable`32_in;PDIFF_5:pred.8:8is_hpartial_differentiable`32_in87,3980 is_hpartial_differentiable`33_in;PDIFF_5:pred.9:9is_hpartial_differentiable`33_in93,4273 hpartdiff11;PDIFF_5:func.1:1hpartdiff11105,4697 hpartdiff12;PDIFF_5:func.2:2hpartdiff12117,5121 hpartdiff13;PDIFF_5:func.3:3hpartdiff13129,5545 hpartdiff21;PDIFF_5:func.4:4hpartdiff21141,5969 hpartdiff22;PDIFF_5:func.5:5hpartdiff22153,6393 hpartdiff23;PDIFF_5:func.6:6hpartdiff23165,6817 hpartdiff31;PDIFF_5:func.7:7hpartdiff31177,7241 hpartdiff32;PDIFF_5:func.8:8hpartdiff32189,7665 hpartdiff33;PDIFF_5:func.9:9hpartdiff33201,8089 is_hpartial_differentiable`11_on;PDIFF_5:pred.10:10is_hpartial_differentiable`11_on284,10962 is_hpartial_differentiable`12_on;PDIFF_5:pred.11:11is_hpartial_differentiable`12_on288,11130 is_hpartial_differentiable`13_on;PDIFF_5:pred.12:12is_hpartial_differentiable`13_on292,11298 is_hpartial_differentiable`21_on;PDIFF_5:pred.13:13is_hpartial_differentiable`21_on296,11466 is_hpartial_differentiable`22_on;PDIFF_5:pred.14:14is_hpartial_differentiable`22_on300,11634 is_hpartial_differentiable`23_on;PDIFF_5:pred.15:15is_hpartial_differentiable`23_on304,11802 is_hpartial_differentiable`31_on;PDIFF_5:pred.16:16is_hpartial_differentiable`31_on308,11970 is_hpartial_differentiable`32_on;PDIFF_5:pred.17:17is_hpartial_differentiable`32_on312,12138 is_hpartial_differentiable`33_on;PDIFF_5:pred.18:18is_hpartial_differentiable`33_on316,12306 `hpartial11|;PDIFF_5:func.10:10`hpartial11|326,12591 `hpartial12|;PDIFF_5:func.11:11`hpartial12|336,12866 `hpartial13|;PDIFF_5:func.12:12`hpartial13|346,13141 `hpartial21|;PDIFF_5:func.13:13`hpartial21|356,13416 `hpartial22|;PDIFF_5:func.14:14`hpartial22|366,13691 `hpartial23|;PDIFF_5:func.15:15`hpartial23|376,13966 `hpartial31|;PDIFF_5:func.16:16`hpartial31|386,14241 `hpartial32|;PDIFF_5:func.17:17`hpartial32|396,14516 `hpartial33|;PDIFF_5:func.18:18`hpartial33|406,14791 pdiff_6.abs, additive;PDIFF_6:attr.1:1additive103,4103 homogeneous;PDIFF_6:attr.2:2homogeneous106,4210 LinearOperator;PDIFF_6:mode.0:1LinearOperator134,4971 .;PDIFF_6:func.1:1.144,5279 Lipschitzian;PDIFF_6:attr.3:3Lipschitzian148,5388 is_differentiable_on;PDIFF_6:pred.1:1is_differentiable_on284,10101 pdiff_7.abs, is_differentiable_in;PDIFF_7:pred.1:1is_differentiable_in200,7282 diff;PDIFF_7:func.1:1diff209,7489 open;PDIFF_7:attr.1:1open265,9461 is_partial_differentiable_on;PDIFF_7:pred.2:2is_partial_differentiable_on280,9915 `partial|;PDIFF_7:func.2:2`partial|317,11014 is_continuous_in;PDIFF_7:pred.3:3is_continuous_in327,11298 is_continuous_on;PDIFF_7:pred.4:4is_continuous_on357,12155 pdiff_9.abs, `|;PDIFF_9:func.1:1`|119,4412 is_continuous_on;PDIFF_9:pred.1:1is_continuous_on315,11420 is_differentiable_on;PDIFF_9:pred.2:2is_differentiable_on385,13818 `|;PDIFF_9:func.2:2`|412,14612 is_partial_differentiable_on;PDIFF_9:pred.3:3is_partial_differentiable_on456,16025 `partial|;PDIFF_9:func.3:3`partial|469,16365 PartDiffSeq;PDIFF_9:func.4:4PartDiffSeq564,19935 is_partial_differentiable_on;PDIFF_9:pred.4:4is_partial_differentiable_on574,20236 `partial|;PDIFF_9:func.5:5`partial|584,20548 is_partial_differentiable_up_to_order;PDIFF_9:pred.5:5is_partial_differentiable_up_to_order652,22955 pencil_1.abs, Block;PENCIL_1:mode.0:1Block62,2266 are_collinear;PENCIL_1:pred.1:1are_collinear68,2381 closed_under_lines;PENCIL_1:attr.1:1closed_under_lines77,2540 strong;PENCIL_1:attr.2:2strong81,2657 void;PENCIL_1:attr.3:3void89,2811 degenerated;PENCIL_1:attr.4:4degenerated93,2883 with_non_trivial_blocks;PENCIL_1:attr.5:5with_non_trivial_blocks97,2966 identifying_close_blocks;PENCIL_1:attr.6:6identifying_close_blocks101,3071 truly-partial;PENCIL_1:attr.7:7truly-partial105,3192 without_isolated_points;PENCIL_1:attr.8:8without_isolated_points109,3295 connected;PENCIL_1:attr.9:9connected113,3414 strongly_connected;PENCIL_1:attr.10:10strongly_connected118,3671 are_collinear;PENCIL_1:pred.1:2are_collinear158,5246 PLS;PENCIL_1:mode.0:2PLS164,5361 TopStruct-yielding;PENCIL_1:attr.11:11TopStruct-yielding170,5512 non-void-yielding;PENCIL_1:attr.12:12non-void-yielding191,5894 non-void-yielding;PENCIL_1:attr.12:13non-void-yielding199,6066 trivial-yielding;PENCIL_1:attr.13:14trivial-yielding206,6231 non-Trivial-yielding;PENCIL_1:attr.14:15non-Trivial-yielding214,6376 non-Trivial-yielding;PENCIL_1:attr.14:16non-Trivial-yielding226,6629 .;PENCIL_1:func.1:1.235,6879 PLS-yielding;PENCIL_1:attr.15:17PLS-yielding240,6951 .;PENCIL_1:func.2:2.262,7489 Segre-like;PENCIL_1:attr.16:18Segre-like268,7581 indx;PENCIL_1:func.3:3indx323,9033 Segre_Blocks;PENCIL_1:func.4:4Segre_Blocks354,9829 Segre_Product;PENCIL_1:func.5:5Segre_Product365,10176 pencil_2.abs, Del;PENCIL_2:func.1:1Del39,1755 Segre-Coset;PENCIL_2:mode.1:1Segre-Coset90,3583 are_joinable;PENCIL_2:pred.1:1are_joinable106,4050 isomorphic;PENCIL_2:attr.1:1isomorphic143,5539 Collineation;PENCIL_2:mode.0:2Collineation156,5775 .:;PENCIL_2:func.2:2.:163,5942 ";PENCIL_2:func.3:3"170,6089 pencil_3.abs, diff;PENCIL_3:func.1:1diff136,6090 '||';PENCIL_3:pred.1:1'||'153,6537 permutation_of_indices;PENCIL_3:func.2:2permutation_of_indices217,9882 canonical_embedding;PENCIL_3:func.3:3canonical_embedding236,10588 canonical_embedding;PENCIL_3:func.4:4canonical_embedding268,12045 pencil_4.abs, segment;PENCIL_4:func.1:1segment57,2167 pencil;PENCIL_4:func.2:2pencil74,2711 pencil;PENCIL_4:func.3:3pencil90,3192 Pencils_of;PENCIL_4:func.4:4Pencils_of111,3896 PencilSpace;PENCIL_4:func.5:5PencilSpace158,5706 SubspaceSet;PENCIL_4:func.6:6SubspaceSet193,6832 GrassmannSpace;PENCIL_4:func.7:7GrassmannSpace218,7676 PairSet;PENCIL_4:func.8:8PairSet251,8758 PairSet;PENCIL_4:func.9:9PairSet265,9001 PairSetFamily;PENCIL_4:func.10:10PairSetFamily286,9382 VeroneseSpace;PENCIL_4:func.11:11VeroneseSpace302,9742 pepin.abs, ^2;PEPIN:func.1:1^2164,4601 Crypto;PEPIN:func.2:2Crypto190,5090 order;PEPIN:func.3:3order207,5473 Fermat;PEPIN:func.4:4Fermat232,6046 petri_2.abs, cylinder0;PETRI_2:func.1:1cylinder037,1493 thin_cylinder;PETRI_2:mode.1:1thin_cylinder45,1681 thin_cylinders;PETRI_2:func.2:2thin_cylinders64,2284 Extcylinders;PETRI_2:func.3:3Extcylinders95,3594 Ristcylinders;PETRI_2:func.4:4Ristcylinders106,4012 loc;PETRI_2:func.5:5loc119,4520 CylinderFunc;PETRI_2:func.6:6CylinderFunc132,4918 Colored_PT_net_Str;PETRI_2:struct.1:1Colored_PT_net_Str140,5130 TrivialColoredPetriNet;PETRI_2:func.7:7TrivialColoredPetriNet147,5392 Colored_Petri_net;PETRI_2:mode.0:2Colored_Petri_net163,5772 outbound;PETRI_2:attr.2:1outbound170,5948 Outbds;PETRI_2:func.8:8Outbds178,6060 Colored-PT-net-like;PETRI_2:attr.3:2Colored-PT-net-like186,6248 Colored-PT-net;PETRI_2:mode.0:3Colored-PT-net216,7419 misses;PETRI_2:pred.1:1misses223,7580 connecting-mapping;PETRI_2:mode.2:4connecting-mapping237,7892 connecting-firing-rule;PETRI_2:mode.3:5connecting-firing-rule250,8251 synthesis;PETRI_2:func.9:9synthesis273,9165 petri.abs, Element;PETRI:mode.1:1Element35,1313 PT_net_Str;PETRI:struct.1:1PT_net_Str41,1417 with_S-T_arc;PETRI:attr.2:1with_S-T_arc47,1633 with_T-S_arc;PETRI:attr.3:2with_T-S_arc50,1711 TrivialPetriNet;PETRI:func.1:1TrivialPetriNet56,1806 Petri_net;PETRI:mode.0:2Petri_net79,2330 place;PETRI:mode.0:3place89,2517 places;PETRI:mode.0:4places90,2571 transition;PETRI:mode.0:5transition91,2626 transitions;PETRI:mode.0:6transitions92,2686 S-T_arc;PETRI:mode.0:7S-T_arc93,2747 T-S_arc;PETRI:mode.0:8T-S_arc94,2804 `1;PETRI:func.2:2`1102,2959 `2;PETRI:func.3:3`2103,2996 `1;PETRI:func.4:4`1111,3136 `2;PETRI:func.5:5`2112,3178 *';PETRI:func.6:6*'121,3329 *';PETRI:func.7:7*'126,3509 *';PETRI:func.8:8*'153,4216 *';PETRI:func.9:9*'158,4396 Deadlock-like;PETRI:attr.4:3Deadlock-like198,5331 With_Deadlocks;PETRI:attr.5:4With_Deadlocks207,5495 Trap-like;PETRI:attr.6:5Trap-like223,5783 With_Traps;PETRI:attr.7:6With_Traps232,5940 ~;PETRI:func.10:10~244,6186 .:;PETRI:func.11:11.:253,6348 .:;PETRI:func.12:12.:274,6961 .:;PETRI:func.13:13.:282,7089 .:;PETRI:func.14:14.:290,7218 .:;PETRI:func.15:15.:298,7346 .:;PETRI:func.16:16.:306,7472 .:;PETRI:func.17:17.:314,7606 .:;PETRI:func.18:18.:322,7741 .:;PETRI:func.19:19.:330,7875 pnproc_1.abs, marking;PNPROC_1:mode.0:1marking81,2737 multitude_of;PNPROC_1:func.0:1multitude_of92,2962 =;PNPROC_1:pred.1:1=103,3190 {$};PNPROC_1:func.1:2{$}110,3327 c=;PNPROC_1:pred.2:2c=118,3455 +;PNPROC_1:func.2:3+135,3751 -;PNPROC_1:func.3:4-149,4036 transition;PNPROC_1:mode.1:2transition205,5210 Pre;PNPROC_1:func.0:5Pre215,5350 Post;PNPROC_1:func.0:6Post216,5375 Pre;PNPROC_1:func.4:7Pre221,5429 Post;PNPROC_1:func.5:8Post222,5468 fire;PNPROC_1:func.6:9fire227,5540 fire;PNPROC_1:func.7:10fire239,5811 Petri_net;PNPROC_1:mode.2:3Petri_net254,6095 Element;PNPROC_1:mode.3:4Element264,6278 firing-sequence;PNPROC_1:mode.0:5firing-sequence273,6434 fire;PNPROC_1:func.8:11fire280,6569 fire;PNPROC_1:func.9:12fire319,7477 process;PNPROC_1:mode.0:6process328,7613 before;PNPROC_1:func.10:13before335,7736 concur;PNPROC_1:func.11:14concur365,8344 Shift;PNPROC_1:func.12:15Shift387,8932 NeutralProcess;PNPROC_1:func.13:16NeutralProcess523,12913 ElementaryProcess;PNPROC_1:func.14:17ElementaryProcess532,13078 polyalg1.abs, AlgebraStr;POLYALG1:struct.1:1AlgebraStr40,1844 mix-associative;POLYALG1:attr.2:1mix-associative54,2273 Algebra;POLYALG1:mode.0:1Algebra68,2667 Formal-Series;POLYALG1:func.1:1Formal-Series83,3132 Subalgebra;POLYALG1:mode.1:2Subalgebra198,6846 opers_closed;POLYALG1:attr.3:2opers_closed246,8247 GenAlg;POLYALG1:func.2:2GenAlg288,9946 Polynom-Algebra;POLYALG1:func.3:3Polynom-Algebra306,10487 polyeq_1.abs, Polynom;POLYEQ_1:func.1:1Polynom36,1416 Polynom;POLYEQ_1:func.2:2Polynom53,1685 Polynom;POLYEQ_1:func.3:3Polynom69,2095 Polynom;POLYEQ_1:func.4:4Polynom86,2375 Quard;POLYEQ_1:func.5:5Quard118,3405 Quard;POLYEQ_1:func.6:6Quard130,3604 Polynom;POLYEQ_1:func.7:7Polynom142,3913 Polynom;POLYEQ_1:func.8:8Polynom159,4219 Tri;POLYEQ_1:func.9:9Tri168,4444 Tri;POLYEQ_1:func.10:10Tri180,4658 polyeq_2.abs, Polynom;POLYEQ_2:func.1:1Polynom32,1303 Four0;POLYEQ_2:func.2:2Four094,3636 polyeq_3.abs, ^2;POLYEQ_3:func.1:1^239,1698 Polynom;POLYEQ_3:func.2:2Polynom46,1838 ^3;POLYEQ_3:func.3:3^368,2569 Polynom;POLYEQ_3:func.0:4Polynom75,2688 polyeq_4.abs, Polynom;POLYEQ_4:func.1:1Polynom85,3160 polyeq_5.abs, -real-root;POLYEQ_5:func.0:1-real-root57,1847 -root;POLYEQ_5:func.1:2-root65,1975 1_root_of_cubic;POLYEQ_5:func.2:31_root_of_cubic129,3961 2_root_of_cubic;POLYEQ_5:func.3:42_root_of_cubic137,4304 3_root_of_cubic;POLYEQ_5:func.4:53_root_of_cubic145,4698 1_root_of_quartic;POLYEQ_5:func.5:61_root_of_quartic215,7476 2_root_of_quartic;POLYEQ_5:func.6:72_root_of_quartic225,8010 3_root_of_quartic;POLYEQ_5:func.7:83_root_of_quartic235,8546 4_root_of_quartic;POLYEQ_5:func.8:94_root_of_quartic245,9081 polyform.abs, *;POLYFORM:func.1:1*56,2282 |^;POLYFORM:func.2:2|^82,2670 <*;POLYFORM:func.3:3<*124,3824 <*;POLYFORM:func.4:4<*129,3908 <*;POLYFORM:func.5:5<*134,3996 ^;POLYFORM:func.6:6^139,4095 incidence-matrix;POLYFORM:mode.0:1incidence-matrix159,4656 PolyhedronStr;POLYFORM:struct.1:1PolyhedronStr172,5174 polyhedron_1;POLYFORM:attr.2:1polyhedron_1185,5751 polyhedron_2;POLYFORM:attr.3:2polyhedron_2189,5858 polyhedron_3;POLYFORM:attr.4:3polyhedron_3195,6086 polyhedron;POLYFORM:mode.0:2polyhedron208,6383 dim;POLYFORM:func.7:7dim220,6650 -polytopes;POLYFORM:func.8:8-polytopes236,7242 eta;POLYFORM:func.9:9eta265,8349 -polytope-seq;POLYFORM:func.10:10-polytope-seq276,8752 num-polytopes;POLYFORM:func.11:11num-polytopes287,9070 num-vertices;POLYFORM:func.12:12num-vertices297,9306 num-edges;POLYFORM:func.13:13num-edges300,9394 num-faces;POLYFORM:func.14:14num-faces303,9480 -th-polytope;POLYFORM:func.15:15-th-polytope334,10233 incidence-value;POLYFORM:func.16:16incidence-value360,10912 -chain-space;POLYFORM:func.17:17-chain-space373,11331 -chains;POLYFORM:func.18:18-chains390,11716 incidence-sequence;POLYFORM:func.19:19incidence-sequence398,11936 Boundary;POLYFORM:func.20:20Boundary457,14272 -boundary;POLYFORM:func.21:21-boundary473,14838 -circuit-space;POLYFORM:func.22:22-circuit-space505,15692 -circuits;POLYFORM:func.23:23-circuits512,15853 -bounding-chain-space;POLYFORM:func.24:24-bounding-chain-space520,16019 -bounding-chains;POLYFORM:func.25:25-bounding-chains528,16193 -bounding-circuit-space;POLYFORM:func.26:26-bounding-circuit-space536,16373 -bounding-circuits;POLYFORM:func.27:27-bounding-circuits544,16578 simply-connected;POLYFORM:attr.5:4simply-connected560,17026 alternating-f-vector;POLYFORM:func.28:28alternating-f-vector572,17317 alternating-proper-f-vector;POLYFORM:func.29:29alternating-proper-f-vector582,17553 alternating-semi-proper-f-vector;POLYFORM:func.30:30alternating-semi-proper-f-vector592,17793 eulerian;POLYFORM:attr.6:5eulerian608,18314 eulerian;POLYFORM:attr.6:6eulerian622,18634 eulerian;POLYFORM:attr.6:7eulerian635,18933 polynom1.abs, *;POLYNOM1:func.0:1*74,2995 *;POLYNOM1:func.1:2*83,3221 Support;POLYNOM1:func.2:3Support143,5282 finite-Support;POLYNOM1:attr.1:1finite-Support151,5476 .;POLYNOM1:func.3:4.160,5654 Series;POLYNOM1:mode.0:1Series167,5820 +;POLYNOM1:func.4:5+172,5951 +;POLYNOM1:func.5:6+212,7189 -;POLYNOM1:func.6:7-224,7525 0_;POLYNOM1:func.7:80_231,7644 1_;POLYNOM1:func.8:91_246,8037 *';POLYNOM1:func.9:10*'264,8628 *';POLYNOM1:func.10:11*'287,9532 Polynomial;POLYNOM1:mode.0:2Polynomial315,10461 Polynom-Ring;POLYNOM1:func.11:12Polynom-Ring359,11754 polynom2.abs, empty;POLYNOM2:attr.1:1empty120,5540 support;POLYNOM2:func.1:1support133,5728 *;POLYNOM2:func.2:2*143,5963 eval;POLYNOM2:func.3:3eval149,6130 @;POLYNOM2:func.4:4@202,8109 eval;POLYNOM2:func.5:5eval211,8354 Polynom-Evaluation;POLYNOM2:func.6:6Polynom-Evaluation266,10725 polynom3.abs, Del;POLYNOM3:func.1:1Del60,2666 <*;POLYNOM3:func.2:2<*66,2782 ^;POLYNOM3:func.3:3^74,2981 ^^;POLYNOM3:func.4:4^^82,3192 <;POLYNOM3:pred.1:1<98,3725 >;POLYNOM3:pred.1:2>109,3973 <=;POLYNOM3:pred.2:3<=115,4085 >=;POLYNOM3:pred.2:4>=125,4240 TuplesOrder;POLYNOM3:func.5:5TuplesOrder144,4848 Decomp;POLYNOM3:func.6:6Decomp160,5210 prodTuples;POLYNOM3:func.7:7prodTuples202,6421 Polynomial;POLYNOM3:mode.0:1Polynomial252,8168 +;POLYNOM3:func.8:8+283,9174 -;POLYNOM3:func.0:9-302,9579 0_.;POLYNOM3:func.9:100_.320,9980 1_.;POLYNOM3:func.10:111_.340,10454 *';POLYNOM3:func.11:12*'357,10834 <*;POLYNOM3:func.12:13<*383,11676 *';POLYNOM3:func.13:14*'395,12072 Polynom-Ring;POLYNOM3:func.14:15Polynom-Ring414,12634 polynom4.abs, Leading-Monomial;POLYNOM4:func.1:1Leading-Monomial101,3937 eval;POLYNOM4:func.2:2eval145,5252 Polynom-Evaluation;POLYNOM4:func.3:3Polynom-Evaluation202,7495 polynom5.abs, |.;POLYNOM5:func.1:1|.73,3165 `^;POLYNOM5:func.2:2`^112,4296 *;POLYNOM5:func.3:3*173,6486 <%;POLYNOM5:func.4:4<%231,8424 Subst;POLYNOM5:func.5:5Subst322,11565 is_a_root_of;POLYNOM5:pred.1:1is_a_root_of360,12937 with_roots;POLYNOM5:attr.1:1with_roots369,13093 algebraic-closed;POLYNOM5:attr.2:2algebraic-closed394,13656 Roots;POLYNOM5:func.6:6Roots403,13861 NormPolynomial;POLYNOM5:func.7:7NormPolynomial413,14132 FPower;POLYNOM5:func.8:8FPower462,15715 Polynomial-Function;POLYNOM5:func.9:9Polynomial-Function499,16861 polynom6.abs, are_isomorphic;POLYNOM6:pred.0:1are_isomorphic43,1974 is_ringisomorph_to;POLYNOM6:pred.1:2is_ringisomorph_to48,2092 +^;POLYNOM6:func.1:1+^72,2697 Compress;POLYNOM6:func.2:2Compress118,4192 polynom7.abs, non-zero;POLYNOM7:attr.1:1non-zero47,2118 univariate;POLYNOM7:attr.2:2univariate73,2708 monomial-like;POLYNOM7:attr.3:3monomial-like108,3632 Monomial;POLYNOM7:mode.0:1Monomial121,3918 Monom;POLYNOM7:func.1:1Monom136,4370 term;POLYNOM7:func.2:2term143,4529 coefficient;POLYNOM7:func.3:3coefficient151,4711 Constant;POLYNOM7:attr.4:4Constant192,6165 ConstPoly;POLYNOM7:mode.0:2ConstPoly205,6424 |;POLYNOM7:func.4:4|237,7341 *;POLYNOM7:func.5:5*291,9196 *;POLYNOM7:func.6:6*295,9296 polynom8.abs, emb;POLYNOM8:func.1:1emb74,3434 *;POLYNOM8:func.2:2*107,4524 pow;POLYNOM8:func.3:3pow136,5436 mConv;POLYNOM8:func.4:4mConv219,8580 aConv;POLYNOM8:func.5:5aConv237,9199 is_primitive_root_of_degree;POLYNOM8:pred.1:1is_primitive_root_of_degree249,9529 DFT;POLYNOM8:func.6:6DFT278,10732 Vandermonde;POLYNOM8:func.7:7Vandermonde296,11360 VM;POLYNOM8:func.7:8VM306,11674 polyred.abs, *';POLYRED:func.1:1*'127,5212 <=;POLYRED:pred.1:1<=213,8411 <;POLYRED:pred.2:2<222,8628 Support;POLYRED:func.2:2Support231,8834 reduces_to;POLYRED:pred.3:3reduces_to311,12053 reduces_to;POLYRED:pred.4:4reduces_to324,12519 reduces_to;POLYRED:pred.5:5reduces_to335,12938 is_reducible_wrt;POLYRED:pred.6:6is_reducible_wrt346,13337 is_irreducible_wrt;POLYRED:pred.6:7is_irreducible_wrt357,13729 is_in_normalform_wrt;POLYRED:pred.6:8is_in_normalform_wrt358,13792 is_reducible_wrt;POLYRED:pred.7:9is_reducible_wrt366,14174 is_irreducible_wrt;POLYRED:pred.7:10is_irreducible_wrt376,14596 is_in_normalform_wrt;POLYRED:pred.7:11is_in_normalform_wrt377,14659 top_reduces_to;POLYRED:pred.8:12top_reduces_to385,15017 is_top_reducible_wrt;POLYRED:pred.9:13is_top_reducible_wrt395,15392 is_top_reducible_wrt;POLYRED:pred.10:14is_top_reducible_wrt405,15831 PolyRedRel;POLYRED:func.3:3PolyRedRel473,19364 are_congruent_mod;POLYRED:pred.11:15are_congruent_mod554,23719 poset_1.abs, chain-complete;POSET_1:attr.1:1chain-complete38,1654 iterSet;POSET_1:func.1:1iterSet77,2649 iter_min;POSET_1:func.2:2iter_min86,2907 continuous;POSET_1:attr.2:2continuous101,3263 least_fix_point;POSET_1:func.3:3least_fix_point127,3978 ConFuncs;POSET_1:func.4:4ConFuncs145,4465 ConRelat;POSET_1:func.5:5ConRelat152,4686 ConPoset;POSET_1:func.6:6ConPoset165,5071 -image;POSET_1:func.7:7-image173,5265 sup_func;POSET_1:func.8:8sup_func180,5458 min_func;POSET_1:func.9:9min_func193,5754 fix_func;POSET_1:func.10:10fix_func213,6144 power.abs, -root;POWER:func.1:1-root51,1869 -root;POWER:func.2:2-root61,2036 to_power;POWER:func.3:3to_power131,3777 to_power;POWER:func.4:4to_power140,3966 log;POWER:func.5:5log235,6009 log;POWER:func.6:6log243,6119 number_e;POWER:func.7:7number_e275,6900 number_e;POWER:func.8:8number_e282,7067 pralg_1.abs, pr1;PRALG_1:func.1:1pr148,1757 pr2;PRALG_1:func.2:2pr252,1888 [[:;PRALG_1:func.3:3[[:64,2210 Opers;PRALG_1:func.4:4Opers81,2710 [:;PRALG_1:func.5:5[:98,3185 Inv;PRALG_1:func.6:6Inv107,3373 TrivialOp;PRALG_1:func.7:7TrivialOp146,4473 TrivialOps;PRALG_1:func.8:8TrivialOps162,4797 Trivial_Algebra;PRALG_1:func.9:9Trivial_Algebra184,5341 Univ_Alg-yielding;PRALG_1:attr.1:1Univ_Alg-yielding198,5542 1-sorted-yielding;PRALG_1:attr.2:21-sorted-yielding206,5693 equal-signature;PRALG_1:attr.3:3equal-signature227,6065 .;PRALG_1:func.10:10.242,6454 .;PRALG_1:func.11:11.248,6594 Carrier;PRALG_1:func.12:12Carrier253,6712 ComSign;PRALG_1:func.13:13ComSign268,7087 ManySortedOperation;PRALG_1:mode.1:1ManySortedOperation281,7395 .;PRALG_1:func.14:14.292,7712 equal-arity;PRALG_1:attr.4:4equal-arity297,7831 ..;PRALG_1:func.15:15..320,8647 ..;PRALG_1:func.16:16..338,9119 ComAr;PRALG_1:func.17:17ComAr380,10196 EmptySeq;PRALG_1:func.18:18EmptySeq388,10351 [[:;PRALG_1:func.19:19[[:397,10587 ProdOp;PRALG_1:func.20:20ProdOp412,11143 ProdOpSeq;PRALG_1:func.21:21ProdOpSeq422,11444 ProdUnivAlg;PRALG_1:func.22:22ProdUnivAlg432,11720 pralg_2.abs, Commute;PRALG_2:func.1:1Commute56,1752 Frege;PRALG_2:func.2:2Frege70,2091 [[:;PRALG_2:func.3:3[[:91,2677 [[:;PRALG_2:func.4:4[[:101,3042 MSAlgebra-Family;PRALG_2:mode.1:1MSAlgebra-Family117,3414 .;PRALG_2:func.5:5.126,3654 |.;PRALG_2:func.6:6|.131,3783 |.;PRALG_2:func.7:7|.144,4086 [:;PRALG_2:func.8:8[:175,4930 Carrier;PRALG_2:func.9:9Carrier190,5281 SORTS;PRALG_2:func.10:10SORTS207,5665 OPER;PRALG_2:func.11:11OPER222,5998 ?.;PRALG_2:func.12:12?.242,6687 OPS;PRALG_2:func.13:13OPS277,8046 product;PRALG_2:func.14:14product288,8418 pralg_3.abs, const;PRALG_3:func.1:1const86,3037 proj;PRALG_3:func.2:2proj186,6628 MSAlgebra-Class;PRALG_3:mode.1:1MSAlgebra-Class239,8934 /;PRALG_3:func.3:3/247,9112 product;PRALG_3:func.4:4product257,9338 pre_ff.abs, Fib;PRE_FF:func.1:1Fib36,1487 .;PRE_FF:func.2:2.96,3133 Fusc;PRE_FF:func.3:3Fusc101,3209 prelamb.abs, typealg;PRELAMB:struct.1:1typealg36,1611 type;PRELAMB:mode.0:1type47,1848 \;PRELAMB:func.1:1\56,2014 /";PRELAMB:func.2:2/"59,2096 *;PRELAMB:func.3:3*62,2180 PreProof;PRELAMB:mode.0:2PreProof69,2288 correct;PRELAMB:attr.2:1correct79,2487 left;PRELAMB:attr.3:2left103,3563 right;PRELAMB:attr.4:3right106,3626 middle;PRELAMB:attr.5:4middle109,3691 primitive;PRELAMB:attr.6:5primitive117,3805 .;PRELAMB:func.4:4.126,4012 represents;PRELAMB:pred.1:1represents132,4130 does_not_represent;PRELAMB:pred.1:2does_not_represent144,4523 free;PRELAMB:attr.7:6free149,4626 repr_of;PRELAMB:func.5:5repr_of162,4991 [;PRELAMB:func.6:6[172,5248 Proof;PRELAMB:mode.1:3Proof177,5353 cut-free;PRELAMB:attr.8:7cut-free233,7154 size_w.r.t.;PRELAMB:func.7:7size_w.r.t.240,7279 *;PRELAMB:func.8:8*247,7492 cutdeg;PRELAMB:func.9:9cutdeg253,7585 Model;PRELAMB:mode.2:4Model267,7961 typestr;PRELAMB:struct.2:2typestr277,8310 ==>.;PRELAMB:pred.2:3==>.292,8662 SynTypes_Calculus-like;PRELAMB:attr.10:8SynTypes_Calculus-like300,8785 SynTypes_Calculus;PRELAMB:mode.0:5SynTypes_Calculus323,9641 <==>.;PRELAMB:pred.3:4<==>.375,10908 pre_poly.abs, ^;PRE_POLY:func.1:1^45,2196 <*>;PRE_POLY:func.2:2<*>55,2337 <*;PRE_POLY:func.3:3<*61,2451 <*;PRE_POLY:func.4:4<*63,2516 FlattenSeq;PRE_POLY:func.5:5FlattenSeq75,2723 |_2;PRE_POLY:func.6:6|_2150,4405 SgmX;PRE_POLY:func.7:7SgmX174,5004 Element;PRE_POLY:mode.1:1Element193,5577 FinSequence-yielding;PRE_POLY:attr.1:1FinSequence-yielding218,6207 ^^;PRE_POLY:func.8:8^^230,6441 /.;PRE_POLY:func.9:9/.292,7854 Card;PRE_POLY:func.10:10Card365,9634 +;PRE_POLY:func.11:11+452,12109 -';PRE_POLY:func.12:12-'460,12298 support;PRE_POLY:func.13:13support492,13244 finite-support;PRE_POLY:attr.2:2finite-support503,13443 bag;PRE_POLY:mode.0:2bag549,14430 <;PRE_POLY:pred.1:1<568,14842 <=';PRE_POLY:pred.2:2<='581,15133 divides;PRE_POLY:pred.3:3divides603,15663 Bags;PRE_POLY:func.14:14Bags629,16325 Bags;PRE_POLY:func.15:15Bags637,16449 EmptyBag;PRE_POLY:func.16:16EmptyBag665,16949 BagOrder;PRE_POLY:func.17:17BagOrder701,17880 NatMinor;PRE_POLY:func.18:18NatMinor714,18142 support;PRE_POLY:func.19:19support741,18829 divisors;PRE_POLY:func.20:20divisors755,19196 decomp;PRE_POLY:func.21:21decomp786,20124 prepower.abs, GeoSeq;PREPOWER:func.1:1GeoSeq56,2057 -Root;PREPOWER:func.2:2-Root118,3579 -Root;PREPOWER:func.3:3-Root127,3725 #Z;PREPOWER:func.4:4#Z180,5063 #Z;PREPOWER:func.5:5#Z195,5272 #Q;PREPOWER:func.6:6#Q240,6084 #Q;PREPOWER:func.7:7#Q254,6288 Rational_Sequence;PREPOWER:mode.0:1Rational_Sequence323,7668 #Q;PREPOWER:func.8:8#Q337,8034 #R;PREPOWER:func.9:9#R356,8505 #R;PREPOWER:func.10:10#R365,8701 pre_topc.abs, TopStruct;PRE_TOPC:struct.1:1TopStruct30,1127 TopSpace-like;PRE_TOPC:attr.2:1TopSpace-like42,1340 TopSpace;PRE_TOPC:mode.0:1TopSpace56,1745 Point;PRE_TOPC:mode.0:2Point61,1827 open;PRE_TOPC:attr.3:2open93,2556 closed;PRE_TOPC:attr.4:3closed101,2681 SubSpace;PRE_TOPC:mode.1:3SubSpace110,2785 |;PRE_TOPC:func.1:1|135,3311 continuous;PRE_TOPC:attr.5:4continuous170,4199 Cl;PRE_TOPC:func.2:2Cl216,5358 T_0;PRE_TOPC:attr.6:5T_0306,7978 T_1;PRE_TOPC:attr.7:6T_1310,8107 T_2;PRE_TOPC:attr.8:7T_2315,8243 regular;PRE_TOPC:attr.9:8regular320,8412 normal;PRE_TOPC:attr.10:9normal325,8622 T_3;PRE_TOPC:attr.11:10T_3334,8864 T_4;PRE_TOPC:attr.12:11T_4338,8926 prgcor_1.abs, idiv1_prg;PRGCOR_1:func.1:1idiv1_prg184,7876 idiv_prg;PRGCOR_1:func.2:2idiv_prg261,11470 prgcor_2.abs, is_an_xrep_of;PRGCOR_2:pred.1:1is_an_xrep_of39,1649 IFLGT;PRGCOR_2:func.1:1IFLGT51,1961 inner_prd_prg;PRGCOR_2:func.2:2inner_prd_prg78,2649 scalar_prd_prg;PRGCOR_2:pred.2:2scalar_prd_prg128,4513 vector_minus_prg;PRGCOR_2:pred.3:3vector_minus_prg157,5425 vector_add_prg;PRGCOR_2:pred.4:4vector_add_prg189,6390 vector_sub_prg;PRGCOR_2:pred.5:5vector_sub_prg221,7410 prob_1.abs, compl-closed;PROB_1:attr.1:1compl-closed52,2039 Field_Subset;PROB_1:mode.0:1Field_Subset75,2436 SetSequence;PROB_1:mode.0:2SetSequence115,3235 Union;PROB_1:func.1:1Union126,3470 Complement;PROB_1:func.2:2Complement135,3630 Intersection;PROB_1:func.3:3Intersection144,3800 non-ascending;PROB_1:attr.2:2non-ascending157,4094 non-descending;PROB_1:attr.3:3non-descending161,4181 sigma-multiplicative;PROB_1:attr.4:4sigma-multiplicative168,4326 SigmaField;PROB_1:mode.0:3SigmaField186,4703 SetSequence;PROB_1:mode.0:4SetSequence218,5691 Event;PROB_1:mode.0:5Event226,5879 Event;PROB_1:mode.1:6Event231,5973 [#];PROB_1:func.4:4[#]264,6563 /\;PROB_1:func.5:5/\272,6675 \/;PROB_1:func.6:6\/273,6714 \;PROB_1:func.7:7\274,6753 *;PROB_1:func.8:8*303,7465 Probability;PROB_1:mode.2:7Probability317,7795 sigma;PROB_1:func.9:9sigma375,9024 halfline;PROB_1:func.10:10halfline382,9200 Family_of_halflines;PROB_1:func.11:11Family_of_halflines388,9293 Borel_Sets;PROB_1:func.12:12Borel_Sets394,9451 .;PROB_1:func.13:13.408,9771 prob_2.abs, .;PROB_2:func.1:1.51,1987 @Intersection;PROB_2:func.2:2@Intersection56,2070 disjoint_valued;PROB_2:attr.1:1disjoint_valued93,3013 disjoint_valued;PROB_2:attr.2:2disjoint_valued101,3138 are_independent_respect_to;PROB_2:pred.1:1are_independent_respect_to157,4506 are_independent_respect_to;PROB_2:pred.2:2are_independent_respect_to162,4604 .|.;PROB_2:func.3:3.|.217,6096 prob_3.abs, Partial_Intersection;PROB_3:func.1:1Partial_Intersection75,2854 Partial_Union;PROB_3:func.2:2Partial_Union83,3052 Partial_Diff_Union;PROB_3:func.3:3Partial_Diff_Union115,3797 disjoint_valued;PROB_3:attr.1:1disjoint_valued140,4371 .;PROB_3:func.4:4.259,7492 Union;PROB_3:func.5:5Union270,7783 Complement;PROB_3:func.6:6Complement279,7930 Intersection;PROB_3:func.7:7Intersection287,8092 FinSequence;PROB_3:mode.1:1FinSequence319,9016 .;PROB_3:func.8:8.324,9160 *;PROB_3:func.9:9*353,9866 non-decreasing-closed;PROB_3:attr.2:2non-decreasing-closed382,10765 non-increasing-closed;PROB_3:attr.3:3non-increasing-closed387,10918 MonotoneClass;PROB_3:mode.0:2MonotoneClass414,11666 monotoneclass;PROB_3:func.10:10monotoneclass433,12152 prob_4.abs, .;PROB_4:func.1:1.49,2094 P2M;PROB_4:func.2:2P2M118,4043 M2P;PROB_4:func.3:3M2P131,4379 is_complete;PROB_4:pred.1:1is_complete164,5297 thin;PROB_4:mode.1:1thin176,5564 COM;PROB_4:func.4:4COM194,6008 P_COM2M_COM;PROB_4:func.5:5P_COM2M_COM211,6394 ProbPart;PROB_4:func.6:6ProbPart222,6597 thin;PROB_4:mode.2:2thin263,7887 COM;PROB_4:func.7:7COM277,8362 projdes1.abs, are_coplanar;PROJDES1:pred.1:1are_coplanar48,1569 constitute_a_quadrangle;PROJDES1:pred.2:2constitute_a_quadrangle130,4757 projpl_1.abs, |';PROJPL_1:pred.0:1|'32,1071 |';PROJPL_1:pred.1:2|'37,1130 on;PROJPL_1:pred.2:3on45,1216 on;PROJPL_1:pred.3:4on53,1310 configuration;PROJPL_1:attr.1:1configuration67,1698 IncProjectivePlane;PROJPL_1:mode.0:1IncProjectivePlane89,2404 is_collinear;PROJPL_1:pred.4:5is_collinear94,2490 is_a_triangle;PROJPL_1:pred.4:6is_a_triangle102,2595 is_a_quadrangle;PROJPL_1:pred.5:7is_a_quadrangle113,2848 Quadrangle;PROJPL_1:mode.1:2Quadrangle161,4631 *;PROJPL_1:func.1:1*171,4889 *;PROJPL_1:func.2:2*220,6298 projred1.abs, IncProj;PROJRED1:func.1:1IncProj112,3678 projred2.abs, are_concurrent;PROJRED2:pred.1:1are_concurrent34,1196 CHAIN;PROJRED2:func.1:1CHAIN43,1372 Projection;PROJRED2:mode.1:1Projection55,1683 prvect_1.abs, .:;PRVECT_1:func.1:1.:71,2461 product;PRVECT_1:func.2:2product78,2597 product;PRVECT_1:func.3:3product88,2791 -Group_over;PRVECT_1:func.4:4-Group_over113,3487 -Mult_over;PRVECT_1:func.5:5-Mult_over130,3820 -VectSp_over;PRVECT_1:func.6:6-VectSp_over141,4115 [;];PRVECT_1:func.7:7[;]164,4684 Domain-Sequence;PRVECT_1:mode.0:1Domain-Sequence179,4964 .;PRVECT_1:func.8:8.192,5336 BinOps;PRVECT_1:mode.1:2BinOps204,5561 UnOps;PRVECT_1:mode.2:3UnOps208,5695 .;PRVECT_1:func.9:9.230,6198 .;PRVECT_1:func.10:10.237,6293 Frege;PRVECT_1:func.11:11Frege250,6637 .;PRVECT_1:func.12:12.260,6926 [:;PRVECT_1:func.13:13[:273,7223 AbGroup-yielding;PRVECT_1:attr.1:1AbGroup-yielding301,8016 Group-Sequence;PRVECT_1:mode.0:4Group-Sequence312,8195 .;PRVECT_1:func.14:14.318,8333 carr;PRVECT_1:func.15:15carr323,8409 .;PRVECT_1:func.16:16.334,8636 addop;PRVECT_1:func.17:17addop339,8694 complop;PRVECT_1:func.18:18complop343,8815 zeros;PRVECT_1:func.19:19zeros347,8930 product;PRVECT_1:func.20:20product355,9074 prvect_2.abs, MultOps;PRVECT_2:mode.1:1MultOps58,2656 .;PRVECT_2:func.1:1.81,3238 [:;PRVECT_2:func.2:2[:94,3634 RealLinearSpace-yielding;PRVECT_2:attr.1:1RealLinearSpace-yielding104,3870 RealLinearSpace-Sequence;PRVECT_2:mode.0:2RealLinearSpace-Sequence115,4087 .;PRVECT_2:func.3:3.122,4257 carr;PRVECT_2:func.4:4carr127,4351 .;PRVECT_2:func.5:5.135,4569 addop;PRVECT_2:func.6:6addop140,4663 complop;PRVECT_2:func.7:7complop145,4810 zeros;PRVECT_2:func.8:8zeros149,4949 multop;PRVECT_2:func.9:9multop153,5082 product;PRVECT_2:func.10:10product162,5290 RealNormSpace-yielding;PRVECT_2:attr.2:2RealNormSpace-yielding179,5740 RealNormSpace-Sequence;PRVECT_2:mode.0:3RealNormSpace-Sequence190,5952 .;PRVECT_2:func.11:11.196,6112 normsequence;PRVECT_2:func.12:12normsequence206,6337 productnorm;PRVECT_2:func.13:13productnorm215,6549 product;PRVECT_2:func.14:14product224,6792 prvect_3.abs, prod_ADD;PRVECT_3:func.1:1prod_ADD87,3445 prod_MLT;PRVECT_3:func.2:2prod_MLT95,3683 prod_ZERO;PRVECT_3:func.3:3prod_ZERO104,3980 [:;PRVECT_3:func.4:4[:111,4142 [:;PRVECT_3:func.5:5[:161,5523 prod_NORM;PRVECT_3:func.6:6prod_NORM297,9861 [:;PRVECT_3:func.7:7[:306,10138 pscomp_1.abs, RealMap;PSCOMP_1:mode.0:1RealMap49,2170 lower_bound;PSCOMP_1:func.1:1lower_bound60,2373 upper_bound;PSCOMP_1:func.2:2upper_bound63,2464 continuous;PSCOMP_1:attr.1:1continuous102,3803 |;PSCOMP_1:func.3:3|144,4824 pseudocompact;PSCOMP_1:attr.2:2pseudocompact172,5595 proj1;PSCOMP_1:func.4:4proj1216,6763 proj2;PSCOMP_1:func.5:5proj2220,6878 W-bound;PSCOMP_1:func.6:6W-bound253,7718 N-bound;PSCOMP_1:func.7:7N-bound256,7793 E-bound;PSCOMP_1:func.8:8E-bound259,7868 S-bound;PSCOMP_1:func.9:9S-bound262,7943 SW-corner;PSCOMP_1:func.10:10SW-corner273,8187 NW-corner;PSCOMP_1:func.11:11NW-corner276,8283 NE-corner;PSCOMP_1:func.12:12NE-corner279,8379 SE-corner;PSCOMP_1:func.13:13SE-corner282,8475 W-most;PSCOMP_1:func.14:14W-most301,8865 N-most;PSCOMP_1:func.15:15N-most305,8971 E-most;PSCOMP_1:func.16:16E-most309,9077 S-most;PSCOMP_1:func.17:17S-most313,9183 W-min;PSCOMP_1:func.18:18W-min329,9573 W-max;PSCOMP_1:func.19:19W-max332,9684 N-min;PSCOMP_1:func.20:20N-min335,9795 N-max;PSCOMP_1:func.21:21N-max338,9906 E-max;PSCOMP_1:func.22:22E-max341,10017 E-min;PSCOMP_1:func.23:23E-min344,10128 S-max;PSCOMP_1:func.24:24S-max347,10239 S-min;PSCOMP_1:func.25:25S-min350,10350 pua2mss1.abs, rng;PUA2MSS1:func.1:1rng59,2216 Element;PUA2MSS1:mode.1:1Element65,2356 OperSymbol;PUA2MSS1:mode.0:2OperSymbol70,2450 operation;PUA2MSS1:mode.0:3operation71,2509 Den;PUA2MSS1:func.2:2Den77,2640 IndexedPartition;PUA2MSS1:mode.2:4IndexedPartition137,4550 rng;PUA2MSS1:func.3:3rng146,4735 id;PUA2MSS1:func.4:4id161,5025 -index_of;PUA2MSS1:func.5:5-index_of170,5173 DomRel;PUA2MSS1:func.6:6DomRel217,6948 |^;PUA2MSS1:func.7:7|^233,7374 |^;PUA2MSS1:func.8:8|^246,7774 LimDomRel;PUA2MSS1:func.9:9LimDomRel282,9032 is_partitable_wrt;PUA2MSS1:pred.1:1is_partitable_wrt303,9550 is_exactly_partitable_wrt;PUA2MSS1:pred.2:2is_exactly_partitable_wrt313,9783 a_partition;PUA2MSS1:mode.3:5a_partition340,10618 IndexedPartition;PUA2MSS1:mode.4:6IndexedPartition348,10826 rng;PUA2MSS1:func.10:10rng357,11041 form_morphism_between;PUA2MSS1:pred.3:3form_morphism_between379,11703 is_rougher_than;PUA2MSS1:pred.4:4is_rougher_than401,12489 is_rougher_than;PUA2MSS1:pred.5:5is_rougher_than409,12729 MSSign;PUA2MSS1:func.11:11MSSign422,13056 `1;PUA2MSS1:func.12:12`1443,13693 `2;PUA2MSS1:func.13:13`2444,13733 can_be_characterized_by;PUA2MSS1:pred.6:6can_be_characterized_by452,13949 can_be_characterized_by;PUA2MSS1:pred.7:7can_be_characterized_by463,14286 pythtrip.abs, are_relative_prime;PYTHTRIP:pred.0:1are_relative_prime36,1408 are_relative_prime;PYTHTRIP:pred.0:2are_relative_prime44,1564 square;PYTHTRIP:attr.1:1square54,1745 Pythagorean_triple;PYTHTRIP:mode.1:1Pythagorean_triple154,3552 Pythagorean_triple;PYTHTRIP:mode.1:2Pythagorean_triple168,3822 degenerate;PYTHTRIP:attr.2:2degenerate176,3984 simplified;PYTHTRIP:attr.3:3simplified187,4146 simplified;PYTHTRIP:attr.3:4simplified195,4278 pzfmisc1.abs, {;PZFMISC1:func.1:1{46,1485 {;PZFMISC1:func.2:2{59,1688 is_transformable_to;PZFMISC1:pred.1:1is_transformable_to316,9193 qc_lang1.abs, QC-alphabet;QC_LANG1:mode.1:1QC-alphabet42,1770 QC-symbols;QC_LANG1:func.1:1QC-symbols56,2061 QC-symbol;QC_LANG1:mode.0:2QC-symbol62,2174 QC-variables;QC_LANG1:func.2:2QC-variables73,2409 QC-variable;QC_LANG1:mode.0:3QC-variable88,2708 bound_QC-variables;QC_LANG1:func.3:3bound_QC-variables89,2763 fixed_QC-variables;QC_LANG1:func.4:4fixed_QC-variables92,2874 free_QC-variables;QC_LANG1:func.5:5free_QC-variables95,2985 QC-pred_symbols;QC_LANG1:func.6:6QC-pred_symbols98,3085 QC-pred_symbol;QC_LANG1:mode.0:4QC-pred_symbol119,3584 the_arity_of;QC_LANG1:func.7:7the_arity_of125,3728 -ary_QC-pred_symbols;QC_LANG1:func.8:8-ary_QC-pred_symbols135,3871 bound_QC-variable;QC_LANG1:mode.0:5bound_QC-variable147,4111 fixed_QC-variable;QC_LANG1:mode.0:6fixed_QC-variable148,4178 free_QC-variable;QC_LANG1:mode.0:7free_QC-variable149,4245 QC-pred_symbol;QC_LANG1:mode.0:8QC-pred_symbol151,4319 QC-variable_list;QC_LANG1:mode.0:9QC-variable_list163,4583 -closed;QC_LANG1:attr.1:1-closed169,4717 QC-WFF;QC_LANG1:func.9:9QC-WFF189,5414 QC-formula;QC_LANG1:mode.0:10QC-formula205,5721 !;QC_LANG1:func.10:10!214,5919 @;QC_LANG1:func.11:11@226,6206 VERUM;QC_LANG1:func.12:12VERUM233,6329 'not';QC_LANG1:func.13:13'not'237,6437 '&';QC_LANG1:func.14:14'&'241,6547 All;QC_LANG1:func.15:15All249,6730 atomic;QC_LANG1:attr.2:2atomic274,7494 negative;QC_LANG1:attr.3:3negative279,7652 conjunctive;QC_LANG1:attr.4:4conjunctive283,7749 universal;QC_LANG1:attr.5:5universal287,7852 the_pred_symbol_of;QC_LANG1:func.16:16the_pred_symbol_of323,8874 the_arguments_of;QC_LANG1:func.17:17the_arguments_of336,9177 the_argument_of;QC_LANG1:func.18:18the_argument_of349,9506 the_left_argument_of;QC_LANG1:func.19:19the_left_argument_of359,9694 the_right_argument_of;QC_LANG1:func.20:20the_right_argument_of369,9922 bound_in;QC_LANG1:func.21:21bound_in379,10149 the_scope_of;QC_LANG1:func.22:22the_scope_of383,10272 still_not-bound_in;QC_LANG1:func.23:23still_not-bound_in458,12987 still_not-bound_in;QC_LANG1:func.24:24still_not-bound_in469,13246 closed;QC_LANG1:attr.6:6closed486,13911 Relation;QC_LANG1:mode.2:11Relation495,14047 <=;QC_LANG1:pred.1:1<=502,14173 <;QC_LANG1:pred.2:2<511,14383 min;QC_LANG1:func.25:25min537,14804 0;QC_LANG1:func.26:260544,14929 Seg;QC_LANG1:func.27:27Seg551,15035 ++;QC_LANG1:func.28:28++558,15157 @;QC_LANG1:func.29:29@579,15532 +;QC_LANG1:func.30:30+587,15659 -one_in;QC_LANG1:func.31:31-one_in599,15893 qc_lang2.abs, FALSUM;QC_LANG2:func.1:1FALSUM59,1998 =>;QC_LANG2:func.2:2=>63,2112 'or';QC_LANG2:func.3:3'or'66,2195 <=>;QC_LANG2:func.4:4<=>74,2362 Ex;QC_LANG2:func.5:5Ex82,2549 All;QC_LANG2:func.6:6All108,3154 Ex;QC_LANG2:func.7:7Ex111,3235 All;QC_LANG2:func.8:8All140,4056 Ex;QC_LANG2:func.9:9Ex143,4141 disjunctive;QC_LANG2:attr.1:1disjunctive180,5217 conditional;QC_LANG2:attr.2:2conditional183,5319 biconditional;QC_LANG2:attr.3:3biconditional187,5420 existential;QC_LANG2:attr.4:4existential190,5523 the_left_disjunct_of;QC_LANG2:func.10:10the_left_disjunct_of203,5813 the_right_disjunct_of;QC_LANG2:func.11:11the_right_disjunct_of207,5948 the_antecedent_of;QC_LANG2:func.12:12the_antecedent_of211,6085 the_consequent_of;QC_LANG2:func.11:13the_consequent_of220,6273 the_left_side_of;QC_LANG2:func.13:14the_left_side_of226,6406 the_right_side_of;QC_LANG2:func.14:15the_right_side_of230,6523 is_immediate_constituent_of;QC_LANG2:pred.1:1is_immediate_constituent_of293,8488 is_subformula_of;QC_LANG2:pred.2:2is_subformula_of348,9883 is_proper_subformula_of;QC_LANG2:pred.3:3is_proper_subformula_of360,10205 Subformulae;QC_LANG2:func.15:16Subformulae481,13856 qc_lang3.abs, variables_in;QC_LANG3:func.1:1variables_in219,9926 x.;QC_LANG3:func.2:2x.335,13610 a.;QC_LANG3:func.3:3a.345,13752 Vars;QC_LANG3:func.4:4Vars367,14295 Free;QC_LANG3:func.5:5Free447,16607 Fixed;QC_LANG3:func.6:6Fixed485,17401 qc_lang4.abs, list_of_immediate_constituents;QC_LANG4:func.1:1list_of_immediate_constituents46,1801 tree_of_subformulae;QC_LANG4:func.2:2tree_of_subformulae66,2453 -entry_points_in_subformula_tree_of;QC_LANG4:func.3:3-entry_points_in_subformula_tree_of134,4488 Subformula;QC_LANG4:mode.1:1Subformula229,7970 Entry_Point_in_Subformula_Tree;QC_LANG4:mode.2:2Entry_Point_in_Subformula_Tree239,8156 entry_points_in_subformula_tree;QC_LANG4:func.4:4entry_points_in_subformula_tree256,8550 qmax_1.abs, Probabilities;QMAX_1:func.1:1Probabilities41,1766 QM_Str;QMAX_1:struct.1:1QM_Str53,1969 Obs;QMAX_1:func.2:2Obs61,2185 Sts;QMAX_1:func.3:3Sts64,2252 Meas;QMAX_1:func.4:4Meas80,2575 Quantum_Mechanics-like;QMAX_1:attr.2:1Quantum_Mechanics-like86,2721 Quantum_Mechanics;QMAX_1:mode.0:1Quantum_Mechanics103,3291 OrthoRelStr;QMAX_1:struct.2:2OrthoRelStr110,3433 is_an_involution;QMAX_1:pred.1:1is_an_involution119,3680 is_a_Quantum_Logic;QMAX_1:pred.2:2is_a_Quantum_Logic125,3790 Prop;QMAX_1:func.5:5Prop136,4097 `1;QMAX_1:func.6:6`1148,4292 `2;QMAX_1:func.7:7`2149,4333 'not';QMAX_1:func.8:8'not'156,4487 |-;QMAX_1:pred.3:3|-163,4608 <==>;QMAX_1:pred.4:4<==>171,4739 PropRel;QMAX_1:func.9:9PropRel203,5231 OrdRel;QMAX_1:func.10:10OrdRel217,5578 InvRel;QMAX_1:func.11:11InvRel236,6172 quantal1.abs, UnOp;QUANTAL1:mode.0:1UnOp60,2353 directed;QUANTAL1:attr.1:1directed65,2455 QuantaleStr;QUANTAL1:struct.1:1QuantaleStr76,2722 QuasiNetStr;QUANTAL1:struct.2:2QuasiNetStr85,2910 with_left-zero;QUANTAL1:attr.4:2with_left-zero95,3171 with_right-zero;QUANTAL1:attr.5:3with_right-zero98,3294 with_zero;QUANTAL1:attr.6:4with_zero105,3468 right-distributive;QUANTAL1:attr.7:5right-distributive124,3849 left-distributive;QUANTAL1:attr.8:6left-distributive130,4027 times-additive;QUANTAL1:attr.9:7times-additive136,4204 times-continuous;QUANTAL1:attr.10:8times-continuous140,4368 Quantale;QUANTAL1:mode.0:2Quantale205,6399 QuasiNet;QUANTAL1:mode.0:3QuasiNet207,6516 BlikleNet;QUANTAL1:mode.0:4BlikleNet212,6667 idempotent;QUANTAL1:attr.11:9idempotent230,7079 inflationary;QUANTAL1:attr.12:10inflationary238,7209 deflationary;QUANTAL1:attr.13:11deflationary241,7304 monotone;QUANTAL1:attr.14:12monotone244,7399 \/-distributive;QUANTAL1:attr.15:13\/-distributive248,7506 times-monotone;QUANTAL1:attr.16:14times-monotone267,8041 -r>;QUANTAL1:func.1:1-r>274,8233 -l>;QUANTAL1:func.2:2-l>278,8348 dualizing;QUANTAL1:attr.17:15dualizing301,8942 cyclic;QUANTAL1:attr.18:16cyclic305,9064 Girard-QuantaleStr;QUANTAL1:struct.3:3Girard-QuantaleStr335,9951 cyclic;QUANTAL1:attr.20:17cyclic345,10230 dualized;QUANTAL1:attr.21:18dualized349,10306 Girard-Quantale;QUANTAL1:mode.0:5Girard-Quantale371,10869 Bottom;QUANTAL1:func.3:3Bottom378,11075 Top;QUANTAL1:func.4:4Top385,11210 Bottom;QUANTAL1:func.5:5Bottom389,11317 Negation;QUANTAL1:func.6:6Negation396,11451 Bottom;QUANTAL1:func.7:7Bottom403,11631 Bottom;QUANTAL1:func.8:8Bottom410,11778 delta;QUANTAL1:func.9:9delta437,12333 quatern2.abs, 0q;QUATERN2:func.1:10q37,1546 1q;QUATERN2:func.2:21q41,1608 |.;QUATERN2:func.3:3|.72,2207 ;QUATERN2:func.4:476,2266 /;QUATERN2:func.5:5/132,3246 /;QUATERN2:func.6:6/148,3636 ";QUATERN2:func.7:7"159,4058 ";QUATERN2:func.8:8"165,4148 compquaternion;QUATERN2:func.9:9compquaternion200,5086 addquaternion;QUATERN2:func.10:10addquaternion203,5207 diffquaternion;QUATERN2:func.11:11diffquaternion207,5344 multquaternion;QUATERN2:func.12:12multquaternion210,5481 divquaternion;QUATERN2:func.13:13divquaternion214,5619 invquaternion;QUATERN2:func.14:14invquaternion217,5755 G_Quaternion;QUATERN2:func.15:15G_Quaternion223,5892 R_Quaternion;QUATERN2:func.16:16R_Quaternion267,6836 *';QUATERN2:func.17:17*'323,8028 .|.;QUATERN2:func.18:18.|.354,8686 quatern3.abs, ^2;QUATERN3:func.1:1^2269,6374 ^2;QUATERN3:func.2:2^2281,6548 ^3;QUATERN3:func.3:3^3299,6890 ^3;QUATERN3:func.4:4^3311,7064 quaterni.abs, QUATERNION;QUATERNI:func.1:1QUATERNION37,1542 quaternion;QUATERNI:attr.1:1quaternion45,1713 -->;QUATERNI:func.2:2-->57,1874 -->;QUATERNI:func.3:3-->88,2678 ;QUATERNI:func.4:492,2763 ;QUATERNI:func.5:595,2826 [*;QUATERNI:func.6:6[*116,3164 +;QUATERNI:func.7:7+163,4692 -;QUATERNI:func.8:8-174,4930 -;QUATERNI:func.9:9-183,5068 *;QUATERNI:func.10:10*190,5164 ;QUATERNI:func.11:11206,5547 ;QUATERNI:func.12:12209,5633 Rea;QUATERNI:func.13:13Rea243,6174 Im1;QUATERNI:func.14:14Im1248,6342 Im2;QUATERNI:func.15:15Im2253,6510 Im3;QUATERNI:func.16:16Im3258,6637 Rea;QUATERNI:func.17:17Rea275,6960 Im1;QUATERNI:func.18:18Im1276,6991 Im2;QUATERNI:func.19:19Im2277,7022 Im3;QUATERNI:func.20:20Im3278,7053 0q;QUATERNI:func.21:210q298,7537 1q;QUATERNI:func.22:221q301,7599 +;QUATERNI:func.23:23+347,8947 -;QUATERNI:func.24:24-356,9134 *;QUATERNI:func.25:25*363,9241 +;QUATERNI:func.26:26+379,9577 *;QUATERNI:func.27:27*388,9839 -;QUATERNI:func.28:28-415,10771 -;QUATERNI:func.29:29-424,10978 *';QUATERNI:func.30:30*'433,11234 *';QUATERNI:func.31:31*'440,11393 |.;QUATERNI:func.32:32|.515,13108 quin_1.abs, delta;QUIN_1:func.1:1delta31,1082 delta;QUIN_1:func.2:2delta48,1331 quofield.abs, Q.;QUOFIELD:func.1:1Q.36,1495 padd;QUOFIELD:func.2:2padd60,2177 pmult;QUOFIELD:func.3:3pmult68,2386 padd;QUOFIELD:func.4:4padd87,3080 pmult;QUOFIELD:func.5:5pmult95,3270 QClass.;QUOFIELD:func.6:6QClass.104,3446 Quot.;QUOFIELD:func.7:7Quot.122,3925 qadd;QUOFIELD:func.8:8qadd152,4813 qmult;QUOFIELD:func.9:9qmult163,5132 QClass.;QUOFIELD:func.10:10QClass.174,5429 q0.;QUOFIELD:func.11:11q0.189,5949 q1.;QUOFIELD:func.12:12q1.197,6140 qaddinv;QUOFIELD:func.13:13qaddinv206,6361 qmultinv;QUOFIELD:func.14:14qmultinv219,6669 quotadd;QUOFIELD:func.15:15quotadd272,8504 quotmult;QUOFIELD:func.16:16quotmult280,8704 quotaddinv;QUOFIELD:func.17:17quotaddinv288,8906 quotmultinv;QUOFIELD:func.18:18quotmultinv296,9105 the_Field_of_Quotients;QUOFIELD:func.19:19the_Field_of_Quotients354,11345 /;QUOFIELD:func.20:20/490,16550 RingHomomorphism;QUOFIELD:attr.1:1RingHomomorphism511,17126 RingEpimorphism;QUOFIELD:attr.2:2RingEpimorphism528,17565 RingMonomorphism;QUOFIELD:attr.3:3RingMonomorphism532,17671 embedding;QUOFIELD:attr.3:4embedding541,17851 RingIsomorphism;QUOFIELD:attr.4:5RingIsomorphism547,17987 is_embedded_in;QUOFIELD:pred.1:1is_embedded_in594,19451 is_ringisomorph_to;QUOFIELD:pred.2:2is_ringisomorph_to602,19614 quotient;QUOFIELD:func.21:21quotient616,19879 canHom;QUOFIELD:func.22:22canHom624,20029 has_Field_of_Quotients_Pair;QUOFIELD:pred.3:3has_Field_of_Quotients_Pair662,21207 radix_1.abs, Radix;RADIX_1:func.1:1Radix61,2035 -SD;RADIX_1:func.2:2-SD68,2142 -SD;RADIX_1:func.3:3-SD102,2701 DigA;RADIX_1:func.4:4DigA115,3017 DigB;RADIX_1:func.5:5DigB123,3164 SubDigit;RADIX_1:func.6:6SubDigit136,3449 DigitSD;RADIX_1:func.7:7DigitSD144,3611 SDDec;RADIX_1:func.8:8SDDec152,3790 DigitDC;RADIX_1:func.9:9DigitDC159,3896 DecSD;RADIX_1:func.10:10DecSD166,4051 SD_Add_Carry;RADIX_1:func.11:11SD_Add_Carry176,4278 SD_Add_Data;RADIX_1:func.12:12SD_Add_Data188,4473 is_represented_by;RADIX_1:pred.1:1is_represented_by205,4898 Add;RADIX_1:func.13:13Add234,5649 '+';RADIX_1:func.14:14'+'243,5859 radix_2.abs, SubDigit2;RADIX_2:func.1:1SubDigit282,3037 DigitSD2;RADIX_2:func.2:2DigitSD289,3190 SDDec2;RADIX_2:func.3:3SDDec297,3370 DigitDC2;RADIX_2:func.4:4DigitDC2104,3489 DecSD2;RADIX_2:func.5:5DecSD2112,3647 Table1;RADIX_2:func.6:6Table1138,4410 Mul_mod;RADIX_2:func.7:7Mul_mod147,4582 Table2;RADIX_2:func.8:8Table2165,5199 Pow_mod;RADIX_2:func.9:9Pow_mod174,5365 radix_3.abs, -SD_Sub_S;RADIX_3:func.1:1-SD_Sub_S37,1491 -SD_Sub;RADIX_3:func.2:2-SD_Sub41,1615 -SD_Sub_S;RADIX_3:func.3:3-SD_Sub_S85,2392 -SD_Sub;RADIX_3:func.4:4-SD_Sub90,2473 SDSub_Add_Carry;RADIX_3:func.5:5SDSub_Add_Carry103,2772 SDSub_Add_Data;RADIX_3:func.6:6SDSub_Add_Data112,2950 DigA_SDSub;RADIX_3:func.7:7DigA_SDSub141,3701 SD2SDSubDigit;RADIX_3:func.8:8SD2SDSubDigit149,3854 SD2SDSubDigitS;RADIX_3:func.9:9SD2SDSubDigitS164,4255 SD2SDSub;RADIX_3:func.10:10SD2SDSub172,4415 DigB_SDSub;RADIX_3:func.11:11DigB_SDSub190,4905 SDSub2INTDigit;RADIX_3:func.12:12SDSub2INTDigit197,5053 SDSub2INT;RADIX_3:func.13:13SDSub2INT205,5232 SDSub2IntOut;RADIX_3:func.14:14SDSub2IntOut213,5424 radix_4.abs, SDSubAddDigit;RADIX_4:func.1:1SDSubAddDigit73,2754 '+';RADIX_4:func.2:2'+'82,3021 radix_5.abs, SDMinDigit;RADIX_5:func.1:1SDMinDigit96,3413 SDMin;RADIX_5:func.2:2SDMin105,3566 SDMaxDigit;RADIX_5:func.3:3SDMaxDigit115,3751 SDMax;RADIX_5:func.4:4SDMax124,3903 FminDigit;RADIX_5:func.5:5FminDigit134,4088 Fmin;RADIX_5:func.6:6Fmin143,4221 FmaxDigit;RADIX_5:func.7:7FmaxDigit153,4404 Fmax;RADIX_5:func.8:8Fmax162,4548 radix_6.abs, M0Digit;RADIX_6:func.1:1M0Digit44,1696 M0;RADIX_6:func.2:2M052,1852 MmaxDigit;RADIX_6:func.3:3MmaxDigit63,2086 Mmax;RADIX_6:func.4:4Mmax71,2253 MminDigit;RADIX_6:func.5:5MminDigit82,2491 Mmin;RADIX_6:func.6:6Mmin90,2659 needs_digits_of;RADIX_6:pred.1:1needs_digits_of108,3142 MmaskDigit;RADIX_6:func.7:7MmaskDigit175,5364 Mmask;RADIX_6:func.8:8Mmask183,5522 FSDMinDigit;RADIX_6:func.9:9FSDMinDigit201,6007 FSDMin;RADIX_6:func.10:10FSDMin209,6163 is_Zero_over;RADIX_6:pred.2:2is_Zero_over221,6483 ramsey_1.abs, is_homogeneous_for;RAMSEY_1:pred.1:1is_homogeneous_for41,1554 ||^;RAMSEY_1:func.1:1||^59,1894 random_1.abs, Trivial-SigmaField;RANDOM_1:func.0:1Trivial-SigmaField78,3494 Trivial-SigmaField;RANDOM_1:func.1:2Trivial-SigmaField83,3582 Trivial-Probability;RANDOM_1:func.2:3Trivial-Probability169,7609 Real-Valued-Random-Variable;RANDOM_1:mode.1:1Real-Valued-Random-Variable179,7818 +;RANDOM_1:func.3:4+192,8147 -;RANDOM_1:func.4:5-200,8320 (#);RANDOM_1:func.5:6(#)209,8529 (#);RANDOM_1:func.6:7(#)221,8811 abs;RANDOM_1:func.7:8abs233,9125 is_integrable_on;RANDOM_1:pred.1:1is_integrable_on244,9389 expect;RANDOM_1:func.8:9expect255,9590 random_2.abs, variance;RANDOM_2:func.1:1variance86,3613 Product-Probability;RANDOM_2:func.2:2Product-Probability185,7232 Real-Valued-Random-Variables-Set;RANDOM_2:func.3:3Real-Valued-Random-Variables-Set216,8386 R_Algebra_of_Real-Valued-Random-Variables;RANDOM_2:func.4:4R_Algebra_of_Real-Valued-Random-Variables229,8756 ranknull.abs, linear-transformation;RANKNULL:mode.0:1linear-transformation80,2865 ker;RANKNULL:func.1:1ker97,3320 .:;RANKNULL:func.2:2.:108,3608 im;RANKNULL:func.3:3im113,3737 \;RANKNULL:func.4:4\175,5461 .:;RANKNULL:func.5:5.:183,5629 !;RANKNULL:func.6:6!198,5964 ";RANKNULL:func.7:7"225,6662 @;RANKNULL:func.8:8@248,7535 #;RANKNULL:func.9:9#311,9618 rank;RANKNULL:func.10:10rank332,10185 nullity;RANKNULL:func.11:11nullity335,10246 rat_1.abs, RAT;RAT_1:func.0:1RAT43,1601 rational;RAT_1:attr.1:1rational51,1712 Rational;RAT_1:mode.0:1Rational66,1882 denominator;RAT_1:func.1:2denominator127,3310 numerator;RAT_1:func.2:3numerator135,3464 ratfunc1.abs, zero;RATFUNC1:attr.1:1zero97,3810 constant;RATFUNC1:attr.2:2constant100,3863 is_a_common_root_of;RATFUNC1:pred.1:1is_a_common_root_of254,8449 have_a_common_root;RATFUNC1:pred.2:2have_a_common_root262,8635 have_common_roots;RATFUNC1:pred.2:3have_common_roots270,8831 have_no_common_roots;RATFUNC1:pred.2:4have_no_common_roots271,8893 Common_Roots;RATFUNC1:func.1:1Common_Roots312,10413 Leading-Coefficient;RATFUNC1:func.2:2Leading-Coefficient323,10642 LC;RATFUNC1:func.2:3LC331,10796 normalized;RATFUNC1:attr.3:3normalized350,11318 rational_function;RATFUNC1:mode.1:1rational_function374,11841 [;RATFUNC1:func.3:4[384,12098 `1;RATFUNC1:func.4:5`1390,12233 `2;RATFUNC1:func.5:6`2391,12271 zero;RATFUNC1:attr.4:4zero397,12404 irreducible;RATFUNC1:attr.5:5irreducible415,12842 reducible;RATFUNC1:attr.5:6reducible424,13086 normalized;RATFUNC1:attr.6:7normalized431,13296 NormRationalFunction;RATFUNC1:func.6:7NormRationalFunction455,14103 NormRatF;RATFUNC1:func.6:8NormRatF465,14477 0._;RATFUNC1:func.7:90._478,14883 1._;RATFUNC1:func.8:101._481,14969 +;RATFUNC1:func.9:11+544,16870 *';RATFUNC1:func.10:12*'553,17148 NF;RATFUNC1:func.11:13NF588,18435 degree;RATFUNC1:func.12:14degree683,22263 deg;RATFUNC1:func.12:15deg693,22601 eval;RATFUNC1:func.13:16eval717,23407 rcomp_1.abs, [.;RCOMP_1:func.1:1[.43,1800 ].;RCOMP_1:func.2:2].51,1954 compact;RCOMP_1:attr.1:1compact68,2262 closed;RCOMP_1:attr.2:2closed77,2425 open;RCOMP_1:attr.3:3open85,2556 Neighbourhood;RCOMP_1:mode.1:1Neighbourhood147,3926 [.;RCOMP_1:func.3:3[.190,5021 ].;RCOMP_1:func.4:4].198,5191 rcomp_3.abs, connected;RCOMP_3:attr.1:1connected311,10347 IntervalCover;RCOMP_3:mode.1:1IntervalCover346,11526 IntervalCoverPts;RCOMP_3:mode.2:2IntervalCoverPts417,14223 real_1.abs, Real;REAL_1:mode.0:1Real33,1188 -;REAL_1:func.1:1-42,1302 ";REAL_1:func.2:2"43,1330 +;REAL_1:func.3:3+48,1410 *;REAL_1:func.4:4*49,1439 -;REAL_1:func.5:5-50,1468 /;REAL_1:func.6:6/51,1497 +;REAL_1:func.7:7+56,1578 *;REAL_1:func.8:8*57,1607 -;REAL_1:func.9:9-58,1636 /;REAL_1:func.10:10/59,1665 real_3.abs, Integer_Sequence;REAL_3:mode.0:1Integer_Sequence87,2472 modSeq;REAL_3:func.1:1modSeq107,2951 divSeq;REAL_3:func.2:2divSeq116,3146 remainders_for_scf;REAL_3:func.3:3remainders_for_scf170,4342 rfs;REAL_3:func.3:4rfs178,4511 SimpleContinuedFraction;REAL_3:func.4:5SimpleContinuedFraction183,4594 scf;REAL_3:func.4:6scf191,4756 convergent_numerators;REAL_3:func.5:7convergent_numerators256,6212 convergent_denominators;REAL_3:func.6:8convergent_denominators266,6446 c_n;REAL_3:func.5:9c_n275,6656 c_d;REAL_3:func.6:10c_d276,6703 convergents_of_continued_fractions;REAL_3:func.7:11convergents_of_continued_fractions378,9738 cocf;REAL_3:func.7:12cocf386,9884 backContinued_fraction;REAL_3:func.8:13backContinued_fraction417,10782 bcf;REAL_3:func.8:14bcf425,10969 real_lat.abs, minreal;REAL_LAT:func.1:1minreal31,1207 maxreal;REAL_LAT:func.2:2maxreal35,1284 Real_Lattice;REAL_LAT:func.3:3Real_Lattice43,1379 maxfuncreal;REAL_LAT:func.4:4maxfuncreal110,3302 minfuncreal;REAL_LAT:func.5:5minfuncreal114,3404 RealFunc_Lattice;REAL_LAT:func.6:6RealFunc_Lattice165,4644 real_ns1.abs, Euclid_add;REAL_NS1:func.1:1Euclid_add44,2068 Euclid_mult;REAL_NS1:func.2:2Euclid_mult57,2307 Euclid_norm;REAL_NS1:func.3:3Euclid_norm65,2501 REAL-NS;REAL_NS1:func.4:4REAL-NS73,2659 .;REAL_NS1:func.5:5.133,4500 Euclid_scalar;REAL_NS1:func.6:6Euclid_scalar156,5177 REAL-US;REAL_NS1:func.7:7REAL-US164,5361 realset1.abs, Preserv;REALSET1:mode.1:1Preserv38,1354 ||;REALSET1:func.1:1||47,1529 ||;REALSET1:func.2:2||72,1952 is_Bin_Op_Preserv;REALSET1:pred.1:1is_Bin_Op_Preserv88,2310 Presv;REALSET1:mode.2:2Presv100,2631 |||;REALSET1:func.3:3|||114,2943 DnT;REALSET1:mode.3:3DnT122,3061 !;REALSET1:func.4:4!136,3433 realset2.abs, add_2;REALSET2:func.1:1add_235,1407 mult_2;REALSET2:func.2:2mult_238,1525 dL-Z_2;REALSET2:func.3:3dL-Z_247,1684 Field-like;REALSET2:attr.1:1Field-like75,2232 omf;REALSET2:func.4:4omf105,3203 revf;REALSET2:func.5:5revf196,6254 realset3.abs, osf;REALSET3:func.1:1osf64,2321 ovf;REALSET3:func.2:2ovf118,4052 rearran1.abs, (#);REARRAN1:func.1:1(#)42,1753 terms've_same_card_as_number;REARRAN1:attr.1:1terms've_same_card_as_number47,1846 ascending;REARRAN1:attr.2:2ascending52,2003 lenght_equal_card_of_set;REARRAN1:attr.3:3lenght_equal_card_of_set61,2177 RearrangmentGen;REARRAN1:mode.0:1RearrangmentGen75,2506 Co_Gen;REARRAN1:func.2:2Co_Gen124,4201 Rland;REARRAN1:func.3:3Rland140,4629 Rlor;REARRAN1:func.4:4Rlor144,4735 recdef_1.abs, .;RECDEF_1:func.1:1.41,1668 recdef_2.abs, `1_3;RECDEF_2:func.4:1`1_337,1376 `2_3;RECDEF_2:func.5:2`2_342,1488 `3_3;RECDEF_2:func.2:3`3_347,1600 `1_4;RECDEF_2:func.7:4`1_465,2006 `2_4;RECDEF_2:func.8:5`2_470,2124 `3_4;RECDEF_2:func.5:6`3_475,2242 `4_4;RECDEF_2:func.2:7`4_480,2360 relat_1.abs, Relation-like;RELAT_1:attr.1:1Relation-like30,1017 Relation;RELAT_1:mode.0:1Relation41,1185 =;RELAT_1:pred.0:1=58,1524 c=;RELAT_1:pred.0:2c=92,2078 dom;RELAT_1:func.0:1dom101,2242 rng;RELAT_1:func.0:2rng117,2505 field;RELAT_1:func.1:3field151,3114 ~;RELAT_1:func.2:4~175,3547 (#);RELAT_1:func.3:5(#)201,3964 *;RELAT_1:func.3:6*209,4090 non-empty;RELAT_1:attr.2:2non-empty300,5622 id;RELAT_1:func.4:7id319,5893 |;RELAT_1:func.5:8|372,6817 |`;RELAT_1:func.6:9|`479,8474 .:;RELAT_1:func.7:10.:580,10105 ";RELAT_1:func.8:11"657,11476 empty-yielding;RELAT_1:attr.3:3empty-yielding725,12605 Im;RELAT_1:func.9:12Im775,13661 Coim;RELAT_1:func.10:13Coim828,14744 -defined;RELAT_1:attr.4:4-defined859,15250 -valued;RELAT_1:attr.5:5-valued863,15311 relat_2.abs, is_reflexive_in;RELAT_2:pred.1:1is_reflexive_in31,987 is_irreflexive_in;RELAT_2:pred.2:2is_irreflexive_in35,1067 is_symmetric_in;RELAT_2:pred.3:3is_symmetric_in39,1153 is_antisymmetric_in;RELAT_2:pred.4:4is_antisymmetric_in43,1256 is_asymmetric_in;RELAT_2:pred.5:5is_asymmetric_in47,1371 is_connected_in;RELAT_2:pred.6:6is_connected_in51,1478 is_strongly_connected_in;RELAT_2:pred.7:7is_strongly_connected_in55,1589 is_transitive_in;RELAT_2:pred.8:8is_transitive_in59,1701 reflexive;RELAT_2:attr.1:1reflexive67,1852 irreflexive;RELAT_2:attr.2:2irreflexive71,1927 symmetric;RELAT_2:attr.3:3symmetric75,2007 antisymmetric;RELAT_2:attr.4:4antisymmetric79,2083 asymmetric;RELAT_2:attr.5:5asymmetric83,2167 connected;RELAT_2:attr.6:6connected87,2245 strongly_connected;RELAT_2:attr.7:7strongly_connected91,2321 transitive;RELAT_2:attr.8:8transitive95,2415 relset_1.abs, Relation;RELSET_1:mode.0:1Relation34,1094 c=;RELSET_1:pred.1:1c=51,1368 =;RELSET_1:pred.2:2=59,1535 dom;RELSET_1:func.1:1dom113,2697 rng;RELSET_1:func.2:2rng117,2786 ~;RELSET_1:func.3:3~131,3052 *;RELSET_1:func.4:4*138,3183 |;RELSET_1:func.5:5|170,3797 |`;RELSET_1:func.6:6|`175,3869 .:;RELSET_1:func.7:7.:192,4152 ";RELSET_1:func.8:8"193,4189 Relation;RELSET_1:mode.0:2Relation211,4560 relset_2.abs, {_{;RELSET_2:func.0:1{_{37,1413 Im;RELSET_2:func.1:2Im86,2401 Coim;RELSET_2:func.2:3Coim87,2441 .:;RELSET_2:func.3:4.:117,3402 .:;RELSET_2:func.3:5.:126,3582 .:;RELSET_2:func.4:6.:143,4005 .:^;RELSET_2:func.5:7.:^161,4502 .:^;RELSET_2:func.6:8.:^170,4656 *;RELSET_2:func.7:9*277,7651 revrot_1.abs, constant;REVROT_1:attr.1:1constant48,2177 just_once_values;REVROT_1:pred.1:1just_once_values68,2715 rewrite1.abs, $^;REWRITE1:func.1:1$^34,1407 RedSequence;REWRITE1:mode.1:1RedSequence74,2456 reduces;REWRITE1:pred.1:1reduces110,3382 are_convertible_wrt;REWRITE1:pred.2:2are_convertible_wrt119,3541 is_a_normal_form_wrt;REWRITE1:pred.3:3is_a_normal_form_wrt210,6335 is_a_normal_form_of;REWRITE1:pred.4:4is_a_normal_form_of226,6718 are_convergent_wrt;REWRITE1:pred.5:5are_convergent_wrt230,6820 are_divergent_wrt;REWRITE1:pred.6:6are_divergent_wrt234,6928 are_convergent<=1_wrt;REWRITE1:pred.7:7are_convergent<=1_wrt238,7035 are_divergent<=1_wrt;REWRITE1:pred.8:8are_divergent<=1_wrt242,7162 has_a_normal_form_wrt;REWRITE1:pred.9:9has_a_normal_form_wrt298,8910 nf;REWRITE1:func.2:2nf314,9315 co-well_founded;REWRITE1:attr.1:1co-well_founded324,9457 weakly-normalizing;REWRITE1:attr.2:2weakly-normalizing328,9533 strongly-normalizing;REWRITE1:attr.3:3strongly-normalizing332,9657 co-well_founded;REWRITE1:attr.1:4co-well_founded340,9870 commutes-weakly_with;REWRITE1:pred.10:10commutes-weakly_with378,10852 commutes_with;REWRITE1:pred.11:11commutes_with383,11022 with_UN_property;REWRITE1:attr.4:5with_UN_property396,11331 with_NF_property;REWRITE1:attr.5:6with_NF_property402,11506 subcommutative;REWRITE1:attr.6:7subcommutative406,11659 confluent;REWRITE1:attr.7:8confluent411,11798 with_Church-Rosser_property;REWRITE1:attr.8:9with_Church-Rosser_property415,11925 locally-confluent;REWRITE1:attr.9:10locally-confluent420,12075 complete;REWRITE1:attr.10:11complete475,13823 are_equivalent;REWRITE1:pred.12:12are_equivalent503,14531 are_critical_wrt;REWRITE1:pred.13:13are_critical_wrt513,14735 Completion;REWRITE1:mode.2:2Completion538,15473 rewrite2.abs, XFinSequence-yielding;REWRITE2:attr.1:1XFinSequence-yielding63,2146 ^+;REWRITE2:func.1:1^+112,3127 +^;REWRITE2:func.2:2+^116,3261 .;REWRITE2:func.3:3.158,4203 ^+;REWRITE2:func.4:4^+165,4345 +^;REWRITE2:func.5:5+^166,4395 semi-Thue-system;REWRITE2:mode.0:1semi-Thue-system173,4533 Thue-system;REWRITE2:mode.0:2Thue-system191,4828 -->.;REWRITE2:pred.1:1-->.203,5055 ==>.;REWRITE2:pred.2:2==>.211,5149 id;REWRITE2:func.6:6id260,6260 ==>.-relation;REWRITE2:func.7:7==>.-relation265,6328 ==>*;REWRITE2:pred.3:3==>*307,7400 Lang;REWRITE2:func.8:8Lang359,8567 are_equivalent_wrt;REWRITE2:pred.4:4are_equivalent_wrt393,9232 rewrite3.abs, transition-system;REWRITE3:struct.1:1transition-system98,3521 deterministic;REWRITE3:attr.2:1deterministic108,3797 -->.;REWRITE3:pred.1:1-->.132,4408 ==>.;REWRITE3:pred.2:2==>.166,5478 ==>.-relation;REWRITE3:func.1:1==>.-relation227,7490 dim2;REWRITE3:func.2:2dim2298,9728 ==>*;REWRITE3:pred.3:3==>*455,15223 ==>*;REWRITE3:pred.4:4==>*510,16691 -succ_of;REWRITE3:func.3:3-succ_of552,17792 rfinseq2.abs, max_p;RFINSEQ2:func.1:1max_p36,1471 min_p;RFINSEQ2:func.2:2min_p47,1802 max;RFINSEQ2:func.3:3max58,2133 min;RFINSEQ2:func.4:4min61,2194 sort_d;RFINSEQ2:func.5:5sort_d128,4240 sort_a;RFINSEQ2:func.6:6sort_a154,5009 rfinseq.abs, /^;RFINSEQ:func.1:1/^63,2281 /^;RFINSEQ:func.2:2/^72,2505 MIM;RFINSEQ:func.3:3MIM93,3116 non-increasing;RFINSEQ:attr.0:1non-increasing131,4188 rfunct_1.abs, /;RFUNCT_1:func.1:1/46,1765 /;RFUNCT_1:func.2:2/66,2195 /;RFUNCT_1:func.3:3/72,2333 ^;RFUNCT_1:func.4:4^78,2432 ^;RFUNCT_1:func.5:5^96,2808 ^;RFUNCT_1:func.6:6^101,2932 chi;RFUNCT_1:func.7:7chi305,7259 rfunct_2.abs, increasing;RFUNCT_2:attr.0:1increasing139,4648 decreasing;RFUNCT_2:attr.0:2decreasing143,4773 non-decreasing;RFUNCT_2:attr.0:3non-decreasing147,4898 non-increasing;RFUNCT_2:attr.0:4non-increasing151,5028 monotone;RFUNCT_2:attr.1:5monotone175,5698 rfunct_3.abs, max+;RFUNCT_3:func.1:1max+46,2119 max-;RFUNCT_3:func.2:2max-49,2180 PartFunc-set;RFUNCT_3:mode.1:1PartFunc-set109,3894 PFUNC_DOMAIN;RFUNCT_3:mode.0:2PFUNC_DOMAIN122,4121 PFuncs;RFUNCT_3:func.3:3PFuncs127,4217 Element;RFUNCT_3:mode.2:3Element129,4311 -->;RFUNCT_3:func.4:4-->134,4442 +;RFUNCT_3:func.5:5+147,4737 -;RFUNCT_3:func.6:6-148,4789 (#);RFUNCT_3:func.7:7(#)149,4841 /;RFUNCT_3:func.8:8/150,4895 abs;RFUNCT_3:func.9:9abs155,5043 -;RFUNCT_3:func.10:10-156,5096 ^;RFUNCT_3:func.11:11^157,5146 (#);RFUNCT_3:func.12:12(#)163,5311 addpfunc;RFUNCT_3:func.13:13addpfunc168,5406 Sum;RFUNCT_3:func.14:14Sum193,6096 CHI;RFUNCT_3:func.15:15CHI228,7171 (#);RFUNCT_3:func.16:16(#)237,7417 #;RFUNCT_3:func.17:17#248,7721 is_common_for_dom;RFUNCT_3:pred.1:1is_common_for_dom256,7955 max+;RFUNCT_3:func.18:18max+299,9474 max-;RFUNCT_3:func.19:19max-303,9617 is_convex_on;RFUNCT_3:pred.2:2is_convex_on393,12518 FinS;RFUNCT_3:func.20:20FinS450,14374 Sum;RFUNCT_3:func.21:21Sum524,17151 rfunct_4.abs, is_strictly_convex_on;RFUNCT_4:pred.1:1is_strictly_convex_on64,2663 is_quasiconvex_on;RFUNCT_4:pred.2:2is_quasiconvex_on139,5392 is_strictly_quasiconvex_on;RFUNCT_4:pred.3:3is_strictly_quasiconvex_on149,5629 is_strongly_quasiconvex_on;RFUNCT_4:pred.4:4is_strongly_quasiconvex_on159,5888 is_upper_semicontinuous_in;RFUNCT_4:pred.5:5is_upper_semicontinuous_in170,6165 is_upper_semicontinuous_on;RFUNCT_4:pred.6:6is_upper_semicontinuous_on179,6354 is_lower_semicontinuous_in;RFUNCT_4:pred.7:7is_lower_semicontinuous_in188,6542 is_lower_semicontinuous_on;RFUNCT_4:pred.8:8is_lower_semicontinuous_on197,6731 rinfsup1.abs, upper_bound;RINFSUP1:func.1:1upper_bound46,1894 lower_bound;RINFSUP1:func.2:2lower_bound53,2018 nonnegative;RINFSUP1:attr.0:1nonnegative109,3577 nonnegative;RINFSUP1:attr.0:2nonnegative114,3678 inferior_realsequence;RINFSUP1:func.3:3inferior_realsequence190,5929 superior_realsequence;RINFSUP1:func.4:4superior_realsequence199,6138 lim_sup;RINFSUP1:func.5:5lim_sup390,12536 lim_inf;RINFSUP1:func.6:6lim_inf397,12685 rinfsup2.abs, sup;RINFSUP2:func.1:1sup59,2372 inf;RINFSUP2:func.2:2inf62,2449 bounded_below;RINFSUP2:attr.1:1bounded_below69,2574 bounded_above;RINFSUP2:attr.2:2bounded_above73,2655 bounded;RINFSUP2:attr.3:3bounded81,2784 inferior_realsequence;RINFSUP2:func.3:3inferior_realsequence95,3078 superior_realsequence;RINFSUP2:func.4:4superior_realsequence105,3337 lim_sup;RINFSUP2:func.5:5lim_sup138,4307 lim_inf;RINFSUP2:func.6:6lim_inf141,4406 ring_1.abs, quasi-prime;RING_1:attr.1:1quasi-prime52,2095 prime;RING_1:attr.2:2prime60,2277 quasi-maximal;RING_1:attr.3:3quasi-maximal69,2422 maximal;RING_1:attr.4:4maximal78,2615 EqRel;RING_1:func.1:1EqRel117,3411 QuotientRing;RING_1:func.2:2QuotientRing151,4145 /;RING_1:func.2:3/165,4701 ringcat1.abs, linear;RINGCAT1:attr.1:1linear44,1562 RingMorphismStr;RINGCAT1:struct.1:1RingMorphismStr68,2105 dom;RINGCAT1:func.1:1dom76,2252 cod;RINGCAT1:func.2:2cod79,2315 fun;RINGCAT1:func.3:3fun82,2378 RingMorphism-like;RINGCAT1:attr.3:2RingMorphism-like96,2637 RingMorphism;RINGCAT1:mode.0:1RingMorphism107,2806 ID;RINGCAT1:func.4:4ID112,2890 <=;RINGCAT1:pred.1:1<=126,3086 Morphism;RINGCAT1:mode.1:2Morphism137,3240 ID;RINGCAT1:func.5:5ID150,3437 *;RINGCAT1:func.6:6*170,4046 *';RINGCAT1:func.7:7*'191,4658 Ring_DOMAIN-like;RINGCAT1:attr.4:3Ring_DOMAIN-like227,5677 Ring_DOMAIN;RINGCAT1:mode.0:3Ring_DOMAIN238,5867 Element;RINGCAT1:mode.2:4Element245,5975 RingMorphism_DOMAIN-like;RINGCAT1:attr.5:4RingMorphism_DOMAIN-like255,6110 RingMorphism_DOMAIN;RINGCAT1:mode.0:5RingMorphism_DOMAIN266,6325 Element;RINGCAT1:mode.3:6Element271,6444 RingMorphism_DOMAIN;RINGCAT1:mode.4:7RingMorphism_DOMAIN284,6696 Morphs;RINGCAT1:func.8:8Morphs301,7095 Element;RINGCAT1:mode.5:8Element310,7273 GO;RINGCAT1:pred.2:2GO325,7498 RingObjects;RINGCAT1:func.9:9RingObjects341,7908 Morphs;RINGCAT1:func.10:10Morphs369,8372 dom;RINGCAT1:func.11:11dom382,8618 cod;RINGCAT1:func.12:12cod383,8658 ID;RINGCAT1:func.13:13ID389,8749 dom;RINGCAT1:func.14:14dom397,8867 cod;RINGCAT1:func.15:15cod401,8990 comp;RINGCAT1:func.16:16comp422,9494 RingCat;RINGCAT1:func.17:17RingCat435,9817 rlaffin1.abs, +;RLAFFIN1:func.1:1+123,4226 (*);RLAFFIN1:func.2:2(*)148,4655 sum;RLAFFIN1:func.3:3sum179,5295 affinely-independent;RLAFFIN1:attr.1:1affinely-independent227,6374 affinely-independent;RLAFFIN1:attr.2:2affinely-independent288,7860 Affin;RLAFFIN1:func.4:4Affin318,8584 |--;RLAFFIN1:func.5:5|--416,10798 rlaffin2.abs, Int;RLAFFIN2:func.1:1Int84,3508 center_of_mass;RLAFFIN2:func.2:2center_of_mass134,4795 rlaffin3.abs, Enumeration;RLAFFIN3:mode.1:1Enumeration160,5649 Enumeration;RLAFFIN3:mode.2:2Enumeration168,5808 |--;RLAFFIN3:func.1:1|--195,6573 |--;RLAFFIN3:func.2:2|--282,9052 rlsub_1.abs, linearly-closed;RLSUB_1:attr.1:1linearly-closed44,1625 Subspace;RLSUB_1:mode.1:1Subspace76,2437 (0).;RLSUB_1:func.1:1(0).198,5274 (Omega).;RLSUB_1:func.2:2(Omega).206,5390 +;RLSUB_1:func.3:3+240,5963 Coset;RLSUB_1:mode.2:2Coset248,6070 rlsub_2.abs, +;RLSUB_2:func.1:1+44,1561 /\;RLSUB_2:func.2:2/\53,1714 Subspaces;RLSUB_2:func.3:3Subspaces171,4759 is_the_direct_sum_of;RLSUB_2:pred.1:1is_the_direct_sum_of193,5146 Linear_Compl;RLSUB_2:mode.1:1Linear_Compl202,5328 |--;RLSUB_2:func.4:4|--290,7932 SubJoin;RLSUB_2:func.5:5SubJoin335,9362 SubMeet;RLSUB_2:func.6:6SubMeet343,9522 rltopsp1.abs, convex;RLTOPSP1:attr.0:1convex114,4346 LSeg;RLTOPSP1:func.1:1LSeg147,5291 convex-membered;RLTOPSP1:attr.1:2convex-membered164,5749 -;RLTOPSP1:func.2:2-181,6163 symmetric;RLTOPSP1:attr.2:3symmetric192,6424 circled;RLTOPSP1:attr.3:4circled209,6774 circled-membered;RLTOPSP1:attr.4:5circled-membered253,7749 RLTopStruct;RLTOPSP1:struct.1:1RLTopStruct275,8256 add-continuous;RLTOPSP1:attr.6:6add-continuous292,8789 Mult-continuous;RLTOPSP1:attr.7:7Mult-continuous298,9009 LinearTopSpace;RLTOPSP1:mode.0:1LinearTopSpace315,9540 transl;RLTOPSP1:func.3:3transl333,10266 local_base;RLTOPSP1:mode.0:2local_base392,11866 locally-convex;RLTOPSP1:attr.8:8locally-convex397,11957 bounded;RLTOPSP1:attr.9:9bounded405,12126 mlt;RLTOPSP1:func.4:4mlt447,13291 rlvect_1.abs, RLSStruct;RLVECT_1:struct.1:1RLSStruct35,1567 VECTOR;RLVECT_1:mode.0:1VECTOR50,1908 *;RLVECT_1:func.1:1*68,2353 Abelian;RLVECT_1:attr.2:1Abelian87,2829 add-associative;RLVECT_1:attr.3:2add-associative91,2926 right_zeroed;RLVECT_1:attr.4:3right_zeroed99,3086 vector-distributive;RLVECT_1:attr.5:4vector-distributive106,3233 scalar-distributive;RLVECT_1:attr.6:5scalar-distributive109,3359 scalar-associative;RLVECT_1:attr.7:6scalar-associative112,3485 scalar-unital;RLVECT_1:attr.8:7scalar-unital115,3608 Trivial-RLSStruct;RLVECT_1:func.2:2Trivial-RLSStruct121,3719 RealLinearSpace;RLVECT_1:mode.0:2RealLinearSpace146,4314 +;RLVECT_1:func.3:3+154,4572 -;RLVECT_1:func.0:4-179,5231 -;RLVECT_1:func.0:5-188,5360 Sum;RLVECT_1:func.4:6Sum327,9908 zeroed;RLVECT_1:attr.9:8zeroed506,15395 rlvect_2.abs, vector;RLVECT_2:func.1:1vector52,2075 Sum;RLVECT_2:func.2:2Sum99,3799 Linear_Combination;RLVECT_2:mode.1:1Linear_Combination160,5961 Carrier;RLVECT_2:func.0:3Carrier172,6307 Carrier;RLVECT_2:func.3:4Carrier177,6439 ZeroLC;RLVECT_2:func.4:5ZeroLC193,6858 Linear_Combination;RLVECT_2:mode.2:2Linear_Combination205,7121 (#);RLVECT_2:func.5:6(#)226,7552 Sum;RLVECT_2:func.6:7Sum250,8108 =;RLVECT_2:pred.1:1=284,9000 +;RLVECT_2:func.7:8+292,9184 *;RLVECT_2:func.8:9*318,9798 -;RLVECT_2:func.9:10-347,10338 -;RLVECT_2:func.10:11-370,10749 LinComb;RLVECT_2:func.11:12LinComb390,11164 @;RLVECT_2:func.12:13@406,11401 @;RLVECT_2:func.13:14@414,11504 LCAdd;RLVECT_2:func.14:15LCAdd421,11596 LCMult;RLVECT_2:func.15:16LCMult429,11730 LC_RLSpace;RLVECT_2:func.16:17LC_RLSpace437,11881 LC_RLSpace;RLVECT_2:func.17:18LC_RLSpace482,12861 rlvect_3.abs, linearly-independent;RLVECT_3:attr.1:1linearly-independent64,2259 linearly-dependent;RLVECT_3:attr.1:2linearly-dependent73,2397 Lin;RLVECT_3:func.1:1Lin113,3353 Basis;RLVECT_3:mode.1:1Basis163,4626 rlvect_5.abs, finite-dimensional;RLVECT_5:attr.1:1finite-dimensional151,5640 dim;RLVECT_5:func.1:1dim200,6744 Subspaces_of;RLVECT_5:func.2:2Subspaces_of247,7875 rlvect_x.abs, *;RLVECT_X:func.1:1*64,2508 Z_Lin;RLVECT_X:func.2:2Z_Lin70,2628 Z_Lin;RLVECT_X:func.3:3Z_Lin159,4681 rmod_2.abs, linearly-closed;RMOD_2:attr.1:1linearly-closed40,1543 Submodule;RMOD_2:mode.1:1Submodule73,2356 (0).;RMOD_2:func.1:1(0).180,4822 (Omega).;RMOD_2:func.2:2(Omega).189,4947 +;RMOD_2:func.3:3+219,5451 Coset;RMOD_2:mode.2:2Coset228,5566 rmod_3.abs, +;RMOD_3:func.1:1+41,1459 /\;RMOD_3:func.2:2/\51,1620 Submodules;RMOD_3:func.3:3Submodules179,5084 is_the_direct_sum_of;RMOD_3:pred.1:1is_the_direct_sum_of198,5410 |--;RMOD_3:func.4:4|--245,6902 SubJoin;RMOD_3:func.5:5SubJoin263,7330 SubMeet;RMOD_3:func.6:6SubMeet272,7499 rmod_4.abs, Sum;RMOD_4:func.1:1Sum63,2220 Linear_Combination;RMOD_4:mode.1:1Linear_Combination104,3041 Carrier;RMOD_4:func.2:2Carrier115,3286 ZeroLC;RMOD_4:func.3:3ZeroLC128,3529 Linear_Combination;RMOD_4:mode.2:2Linear_Combination139,3691 (#);RMOD_4:func.4:4(#)161,4164 Sum;RMOD_4:func.5:5Sum188,4767 =;RMOD_4:pred.1:1=222,5611 +;RMOD_4:func.6:6+229,5721 *;RMOD_4:func.7:7*255,6406 -;RMOD_4:func.8:8-293,7158 -;RMOD_4:func.9:9-313,7538 linearly-independent;RMOD_4:attr.1:1linearly-independent359,8454 linearly-dependent;RMOD_4:attr.1:2linearly-dependent368,8642 Lin;RMOD_4:func.10:10Lin396,9412 robbins1.abs, ComplStr;ROBBINS1:struct.1:1ComplStr29,1087 ComplLLattStr;ROBBINS1:struct.2:2ComplLLattStr34,1187 ComplULattStr;ROBBINS1:struct.3:3ComplULattStr39,1341 OrthoLattStr;ROBBINS1:struct.4:4OrthoLattStr44,1495 TrivComplLat;ROBBINS1:func.1:1TrivComplLat49,1655 TrivOrtLat;ROBBINS1:func.2:2TrivOrtLat55,1776 `;ROBBINS1:func.3:3`82,2312 +;ROBBINS1:func.0:4+89,2457 *';ROBBINS1:func.4:5*'95,2567 Robbins;ROBBINS1:attr.5:1Robbins102,2692 Huntington;ROBBINS1:attr.6:2Huntington106,2802 join-idempotent;ROBBINS1:attr.7:3join-idempotent114,2969 +;ROBBINS1:func.5:6+142,3703 Top;ROBBINS1:func.0:7Top179,5063 *';ROBBINS1:func.6:8*'193,5487 Bot;ROBBINS1:func.7:9Bot200,5644 well-complemented;ROBBINS1:attr.8:4well-complemented333,10630 preOrthoLattice;ROBBINS1:mode.0:1preOrthoLattice344,10831 CLatt;ROBBINS1:func.8:10CLatt364,11443 -;ROBBINS1:func.3:11-428,13149 Huntington;ROBBINS1:attr.6:5Huntington433,13240 with_idempotent_element;ROBBINS1:attr.9:6with_idempotent_element441,13415 \delta;ROBBINS1:func.9:12\delta453,13716 Expand;ROBBINS1:func.10:13Expand460,13867 _0;ROBBINS1:func.11:14_0467,14034 Double;ROBBINS1:func.12:15Double470,14101 _1;ROBBINS1:func.13:16_1477,14240 _2;ROBBINS1:func.14:17_2480,14306 _3;ROBBINS1:func.15:18_3483,14379 _4;ROBBINS1:func.16:19_4486,14458 \beta;ROBBINS1:func.17:20\beta541,15577 de_Morgan;ROBBINS1:attr.10:7de_Morgan586,16606 robbins2.abs, satisfying_DN_1;ROBBINS2:attr.1:1satisfying_DN_127,970 satisfying_MD_1;ROBBINS2:attr.2:2satisfying_MD_1316,10860 satisfying_MD_2;ROBBINS2:attr.3:3satisfying_MD_2320,10968 robbins3.abs, join-Associative;ROBBINS3:attr.1:1join-Associative37,1698 meet-Associative;ROBBINS3:attr.2:2meet-Associative45,1884 meet-Absorbing;ROBBINS3:attr.3:3meet-Absorbing53,2063 |_|;ROBBINS3:func.0:1|_|109,3794 |^|;ROBBINS3:func.0:2|^|114,3900 "|^|";ROBBINS3:func.0:3"|^|"119,3998 "|_|";ROBBINS3:func.0:4"|_|"120,4032 \/-SemiLattRelStr;ROBBINS3:struct.1:1\/-SemiLattRelStr126,4155 /\-SemiLattRelStr;ROBBINS3:struct.2:2/\-SemiLattRelStr131,4324 LattRelStr;ROBBINS3:struct.3:3LattRelStr136,4493 TrivLattRelStr;ROBBINS3:func.1:5TrivLattRelStr142,4686 LattRel;ROBBINS3:func.2:6LattRel181,5530 OrthoLattRelStr;ROBBINS3:struct.4:4OrthoLattRelStr187,5646 TrivCLRelStr;ROBBINS3:func.3:7TrivCLRelStr193,5868 involutive;ROBBINS3:attr.8:4involutive207,6311 with_Top;ROBBINS3:attr.9:5with_Top215,6454 Ortholattice;ROBBINS3:mode.0:1Ortholattice243,6916 RelAugmentation;ROBBINS3:mode.1:2RelAugmentation307,9243 LatAugmentation;ROBBINS3:mode.2:3LatAugmentation314,9386 naturally_sup-generated;ROBBINS3:attr.10:6naturally_sup-generated357,10374 naturally_inf-generated;ROBBINS3:attr.11:7naturally_inf-generated365,10553 CLatAugmentation;ROBBINS3:mode.3:4CLatAugmentation433,12173 |^|;ROBBINS3:func.4:8|^|497,13854 |_|;ROBBINS3:func.5:9|_|503,13989 robbins4.abs, orthomodular;ROBBINS4:attr.1:1orthomodular70,2421 Orthomodular_Lattice;ROBBINS4:mode.0:1Orthomodular_Lattice84,2725 Orthomodular;ROBBINS4:attr.2:2Orthomodular94,3045 B_6;ROBBINS4:func.1:1B_6119,3687 Benzene;ROBBINS4:func.2:2Benzene140,4122 are_orthogonal;ROBBINS4:pred.1:1are_orthogonal240,6812 _|_;ROBBINS4:pred.1:2_|_248,6936 are_orthogonal;ROBBINS4:pred.2:3are_orthogonal257,7101 roughs_1.abs, diagonal;ROUGHS_1:attr.1:1diagonal45,1842 .;ROUGHS_1:func.1:1.107,3245 Union;ROUGHS_1:func.2:2Union113,3348 with_equivalence;ROUGHS_1:attr.2:2with_equivalence130,3696 with_tolerance;ROUGHS_1:attr.3:3with_tolerance134,3818 Approximation_Space;ROUGHS_1:mode.0:1Approximation_Space155,4260 Tolerance_Space;ROUGHS_1:mode.0:2Tolerance_Space156,4325 LAp;ROUGHS_1:func.3:3LAp172,4659 UAp;ROUGHS_1:func.4:4UAp176,4786 BndAp;ROUGHS_1:func.5:5BndAp185,4986 rough;ROUGHS_1:attr.4:4rough193,5128 exact;ROUGHS_1:attr.4:5exact202,5256 RoughSet;ROUGHS_1:mode.1:3RoughSet324,7575 MemberFunc;ROUGHS_1:func.6:6MemberFunc339,7885 FinSeqM;ROUGHS_1:func.7:7FinSeqM413,9941 _c=;ROUGHS_1:pred.1:1_c=449,10945 c=^;ROUGHS_1:pred.2:2c=^454,11019 _c=^;ROUGHS_1:pred.3:3_c=^463,11159 _=;ROUGHS_1:pred.4:4_=483,11522 =^;ROUGHS_1:pred.5:5=^489,11606 _=^;ROUGHS_1:pred.6:6_=^495,11690 _=;ROUGHS_1:pred.4:7_=505,11857 =^;ROUGHS_1:pred.5:8=^508,11926 _=^;ROUGHS_1:pred.6:9_=^511,11995 rpr_1.abs, Event;RPR_1:mode.0:1Event69,1998 prob;RPR_1:func.1:1prob93,2570 prob;RPR_1:func.2:2prob172,4986 are_independent;RPR_1:pred.1:1are_independent273,8630 rsspace2.abs, RealHilbertSpace;RSSPACE2:mode.0:1RealHilbertSpace67,2996 rsspace3.abs, the_set_of_l1RealSequences;RSSPACE3:func.1:1the_set_of_l1RealSequences40,1951 l_norm;RSSPACE3:func.2:2l_norm71,2978 l1_Space;RSSPACE3:func.3:3l1_Space104,4077 dist;RSSPACE3:func.4:4dist139,5608 CCauchy;RSSPACE3:attr.1:1CCauchy147,5753 Cauchy_sequence_by_Norm;RSSPACE3:attr.1:2Cauchy_sequence_by_Norm158,6023 rsspace4.abs, the_set_of_BoundedRealSequences;RSSPACE4:func.1:1the_set_of_BoundedRealSequences41,1958 linfty_norm;RSSPACE4:func.2:2linfty_norm64,2756 linfty_Space;RSSPACE4:func.3:3linfty_Space86,3568 bounded;RSSPACE4:attr.1:1bounded127,5323 BoundedFunctions;RSSPACE4:func.4:4BoundedFunctions147,5823 R_VectorSpace_of_BoundedFunctions;RSSPACE4:func.5:5R_VectorSpace_of_BoundedFunctions183,7025 modetrans;RSSPACE4:func.6:6modetrans217,8263 PreNorms;RSSPACE4:func.7:7PreNorms228,8473 BoundedFunctionsNorm;RSSPACE4:func.8:8BoundedFunctionsNorm245,9002 R_NormSpace_of_BoundedFunctions;RSSPACE4:func.9:9R_NormSpace_of_BoundedFunctions266,9607 rsspace.abs, the_set_of_RealSequences;RSSPACE:func.1:1the_set_of_RealSequences38,1783 seq_id;RSSPACE:func.2:2seq_id47,1986 R_id;RSSPACE:func.3:3R_id56,2104 l_add;RSSPACE:func.4:4l_add63,2174 l_mult;RSSPACE:func.5:5l_mult71,2357 Zeroseq;RSSPACE:func.6:6Zeroseq80,2594 Linear_Space_of_RealSequences;RSSPACE:func.7:7Linear_Space_of_RealSequences137,4439 Add_;RSSPACE:func.8:8Add_157,4980 Mult_;RSSPACE:func.9:9Mult_167,5174 Zero_;RSSPACE:func.10:10Zero_176,5389 the_set_of_l2RealSequences;RSSPACE:func.11:11the_set_of_l2RealSequences188,5663 l_scalar;RSSPACE:func.12:12l_scalar223,7041 l2_Space;RSSPACE:func.13:13l2_Space240,7622 rusub_1.abs, Subspace;RUSUB_1:mode.1:1Subspace35,1591 (0).;RUSUB_1:func.1:1(0).172,6315 (Omega).;RUSUB_1:func.2:2(Omega).180,6454 +;RUSUB_1:func.3:3+213,7367 Coset;RUSUB_1:mode.2:2Coset221,7534 rusub_2.abs, +;RUSUB_2:func.1:1+33,1459 /\;RUSUB_2:func.2:2/\41,1667 Subspaces;RUSUB_2:func.3:3Subspaces181,6400 is_the_direct_sum_of;RUSUB_2:pred.1:1is_the_direct_sum_of200,6835 Linear_Compl;RUSUB_2:mode.1:1Linear_Compl209,7016 |--;RUSUB_2:func.4:4|--293,9858 SubJoin;RUSUB_2:func.5:5SubJoin338,11398 SubMeet;RUSUB_2:func.6:6SubMeet348,11633 rusub_3.abs, Lin;RUSUB_3:func.1:1Lin39,1781 Basis;RUSUB_3:mode.1:1Basis99,3670 rusub_4.abs, finite-dimensional;RUSUB_4:attr.1:1finite-dimensional48,2216 dim;RUSUB_4:func.1:1dim99,3480 Subspaces_of;RUSUB_4:func.2:2Subspaces_of154,5307 Affine;RUSUB_4:attr.2:2Affine177,6001 Up;RUSUB_4:func.3:3Up200,6610 Up;RUSUB_4:func.4:4Up207,6758 Subspace-like;RUSUB_4:attr.3:3Subspace-like222,7211 +;RUSUB_4:func.5:5+247,7969 +;RUSUB_4:func.6:6+268,8689 +;RUSUB_4:func.7:7+276,8875 rusub_5.abs, is_parallel_to;RUSUB_5:pred.1:1is_parallel_to36,1655 -;RUSUB_5:func.1:1-58,2338 Ort_Comp;RUSUB_5:func.2:2Ort_Comp143,5326 Ort_Comp;RUSUB_5:func.3:3Ort_Comp153,5582 Family_open_set;RUSUB_5:func.4:4Family_open_set213,7550 TopUnitSpace;RUSUB_5:func.5:5TopUnitSpace260,9096 rvsum_1.abs, rng;RVSUM_1:func.1:1rng50,2015 diffreal;RVSUM_1:func.0:2diffreal101,2992 sqrreal;RVSUM_1:func.2:3sqrreal107,3088 multreal;RVSUM_1:func.3:4multreal124,3385 +;RVSUM_1:func.4:5+149,3854 +;RVSUM_1:func.5:6+157,3994 -;RVSUM_1:func.6:7-183,4437 -;RVSUM_1:func.7:8-190,4545 -;RVSUM_1:func.8:9-222,5102 -;RVSUM_1:func.9:10-229,5226 *;RVSUM_1:func.0:11*285,6187 *;RVSUM_1:func.10:12*293,6284 *;RVSUM_1:func.11:13*300,6399 sqr;RVSUM_1:func.0:14sqr335,6925 sqr;RVSUM_1:func.12:15sqr340,6976 sqr;RVSUM_1:func.13:16sqr347,7086 mlt;RVSUM_1:func.0:17mlt364,7356 mlt;RVSUM_1:func.14:18mlt369,7420 mlt;RVSUM_1:func.15:19mlt380,7617 complex-yielding;RVSUM_1:attr.0:1complex-yielding420,8398 Sum;RVSUM_1:func.16:20Sum431,8641 Sum;RVSUM_1:func.17:21Sum447,8983 Sum;RVSUM_1:func.18:22Sum454,9120 Product;RVSUM_1:func.19:23Product528,10638 Product;RVSUM_1:func.20:24Product544,10994 Product;RVSUM_1:func.21:25Product551,11136 |(;RVSUM_1:func.22:26|(674,14196 |(;RVSUM_1:func.23:27|(682,14347 are_orthogonal;RVSUM_1:pred.1:1are_orthogonal767,16862 rvsum_2.abs, rng;RVSUM_2:func.1:1rng35,1692 sqrcomplex;RVSUM_2:func.2:2sqrcomplex53,2100 +;RVSUM_2:func.3:3+67,2387 +;RVSUM_2:func.4:4+74,2531 -;RVSUM_2:func.5:5-90,2828 -;RVSUM_2:func.6:6-96,2940 -;RVSUM_2:func.7:7-112,3212 -;RVSUM_2:func.8:8-118,3340 *;RVSUM_2:func.0:9*152,3953 *;RVSUM_2:func.9:10*156,4004 *;RVSUM_2:func.10:11*162,4123 mlt;RVSUM_2:func.0:12mlt178,4394 mlt;RVSUM_2:func.11:13mlt182,4456 mlt;RVSUM_2:func.12:14mlt189,4604 scm_1.abs, <*;SCM_1:func.1:1<*35,1514 State-consisting;SCM_1:mode.1:1State-consisting50,1848 scmbsort.abs, bubble-sort;SCMBSORT:func.1:1bubble-sort218,8154 Bubble-Sort-Algorithm;SCMBSORT:func.2:2Bubble-Sort-Algorithm232,8828 scm_comp.abs, SCM-AE;SCM_COMP:func.1:1SCM-AE38,1785 bin-term;SCM_COMP:mode.0:1bin-term48,2074 -tree;SCM_COMP:func.2:2-tree54,2193 root-tree;SCM_COMP:func.3:3root-tree59,2287 @;SCM_COMP:func.4:4@64,2376 +;SCM_COMP:func.5:5+80,2805 -;SCM_COMP:func.6:6-83,2877 *;SCM_COMP:func.7:7*86,2949 div;SCM_COMP:func.8:8div89,3021 mod;SCM_COMP:func.9:9mod92,3097 -Meaning_on;SCM_COMP:func.10:10-Meaning_on104,3486 .;SCM_COMP:func.11:11.121,3847 @;SCM_COMP:func.12:12@127,3950 Selfwork;SCM_COMP:func.13:13Selfwork156,5015 SCM-Compile;SCM_COMP:func.14:14SCM-Compile167,5361 SCM-Compile;SCM_COMP:func.15:15SCM-Compile186,6102 d".;SCM_COMP:func.16:16d".204,6722 max_Data-Loc_in;SCM_COMP:func.17:17max_Data-Loc_in212,6832 scmfsa10.abs, -->;SCMFSA10:func.1:1-->51,2198 scmfsa_1.abs, SCM+FSA-Data-Loc;SCMFSA_1:func.0:1SCM+FSA-Data-Loc39,1696 SCM+FSA-Memory;SCMFSA_1:func.1:2SCM+FSA-Memory44,1769 SCM+FSA-Data-Loc;SCMFSA_1:func.2:3SCM+FSA-Data-Loc57,1981 SCM+FSA-Data*-Loc;SCMFSA_1:func.3:4SCM+FSA-Data*-Loc61,2060 SCM+FSA-OK;SCMFSA_1:func.4:5SCM+FSA-OK75,2371 SCM*-VAL;SCMFSA_1:func.5:6SCM*-VAL91,2665 SCM+FSA-State;SCMFSA_1:mode.0:1SCM+FSA-State110,3001 SCM+FSA-Chg;SCMFSA_1:func.6:7SCM+FSA-Chg125,3357 SCM+FSA-Chg;SCMFSA_1:func.7:8SCM+FSA-Chg132,3535 SCM+FSA-Chg;SCMFSA_1:func.8:9SCM+FSA-Chg140,3727 .;SCMFSA_1:func.9:10.152,3997 IC;SCMFSA_1:func.10:11IC158,4096 SCM+FSA-Exec-Res;SCMFSA_1:func.11:12SCM+FSA-Exec-Res165,4236 SCM+FSA-Exec;SCMFSA_1:func.12:13SCM+FSA-Exec194,5314 scmfsa_2.abs, SCM+FSA;SCMFSA_2:func.1:1SCM+FSA43,2064 Int-Locations;SCMFSA_2:func.0:2Int-Locations68,2575 Int-Locations;SCMFSA_2:func.2:3Int-Locations72,2637 FinSeq-Locations;SCMFSA_2:func.3:4FinSeq-Locations74,2701 Int-Location;SCMFSA_2:mode.0:1Int-Location84,2869 FinSeq-Location;SCMFSA_2:mode.1:2FinSeq-Location86,2932 intloc;SCMFSA_2:func.4:5intloc100,3146 fsloc;SCMFSA_2:func.5:6fsloc104,3212 :=;SCMFSA_2:func.6:7:=161,4595 AddTo;SCMFSA_2:func.7:8AddTo165,4699 SubFrom;SCMFSA_2:func.8:9SubFrom169,4813 MultBy;SCMFSA_2:func.9:10MultBy173,4932 Divide;SCMFSA_2:func.10:11Divide177,5049 goto;SCMFSA_2:func.11:12goto185,5193 =0_goto;SCMFSA_2:func.12:13=0_goto189,5285 >0_goto;SCMFSA_2:func.13:14>0_goto193,5392 :=;SCMFSA_2:func.14:15:=202,5571 :=;SCMFSA_2:func.15:16:=205,5659 :=len;SCMFSA_2:func.16:17:=len213,5818 :=<0,...,0>;SCMFSA_2:func.17:18:=<0,...,0>216,5905 .;SCMFSA_2:func.18:19.353,9335 scmfsa_3.abs, .-->;SCMFSA_3:func.1:1.-->55,2144 scmfsa6a.abs, Directed;SCMFSA6A:func.1:1Directed46,2114 Directed;SCMFSA6A:func.2:2Directed53,2310 ";";SCMFSA6A:func.3:3";"92,3282 ";";SCMFSA6A:func.4:4";"119,4026 ";";SCMFSA6A:func.5:5";"126,4134 ";";SCMFSA6A:func.6:6";"133,4241 scmfsa6b.abs, IExec;SCMFSA6B:func.1:1IExec53,2361 keeping_0;SCMFSA6B:attr.1:1keeping_061,2518 scmfsa6c.abs, parahalting;SCMFSA6C:attr.1:1parahalting63,2740 keeping_0;SCMFSA6C:attr.2:2keeping_067,2815 swap;SCMFSA6C:func.1:1swap201,6151 scmfsa_7.abs, :=;SCMFSA_7:func.1:1:=43,1811 aSeq;SCMFSA_7:func.2:2aSeq59,2267 aSeq;SCMFSA_7:func.3:3aSeq75,2774 :=;SCMFSA_7:func.4:4:=90,3236 scmfsa7b.abs, refers;SCMFSA7B:pred.1:1refers94,3766 refers;SCMFSA7B:pred.2:2refers106,4203 destroys;SCMFSA7B:pred.3:3destroys114,4386 destroys;SCMFSA7B:pred.4:4destroys126,4757 good;SCMFSA7B:attr.1:1good134,4956 is_closed_on;SCMFSA7B:pred.5:5is_closed_on196,6653 is_halting_on;SCMFSA7B:pred.6:6is_halting_on201,6783 scmfsa8a.abs, Goto;SCMFSA8A:func.1:1Goto100,3690 is_pseudo-closed_on;SCMFSA8A:pred.1:1is_pseudo-closed_on118,4047 pseudo-LifeSpan;SCMFSA8A:func.2:2pseudo-LifeSpan137,4518 scmfsa8b.abs, if=0;SCMFSA8B:func.1:1if=0106,4251 if>0;SCMFSA8B:func.2:2if>0110,4398 if<0;SCMFSA8B:func.3:3if<0119,4620 if=0;SCMFSA8B:func.4:4if=0280,11298 if>0;SCMFSA8B:func.5:5if>0283,11398 if<0;SCMFSA8B:func.5:6if<0306,11929 scmfsa8c.abs, loop;SCMFSA8C:func.1:1loop473,18509 Times;SCMFSA8C:func.2:2Times551,20624 scmfsa9a.abs, ProperBodyWhile=0;SCMFSA9A:pred.1:1ProperBodyWhile=0100,3850 WithVariantWhile=0;SCMFSA9A:pred.2:2WithVariantWhile=0106,4098 ExitsAtWhile=0;SCMFSA9A:func.1:1ExitsAtWhile=0167,6473 ProperBodyWhile>0;SCMFSA9A:pred.3:3ProperBodyWhile>0204,7564 WithVariantWhile>0;SCMFSA9A:pred.4:4WithVariantWhile>0210,7809 ExitsAtWhile>0;SCMFSA9A:func.2:2ExitsAtWhile>0270,10165 Fusc_macro;SCMFSA9A:func.3:3Fusc_macro331,12233 scmfsa_9.abs, while=0;SCMFSA_9:func.1:1while=058,2494 while>0;SCMFSA_9:func.2:2while>062,2636 while<0;SCMFSA_9:func.3:3while<075,3013 StepWhile=0;SCMFSA_9:func.4:4StepWhile=0186,6750 StepWhile>0;SCMFSA_9:func.5:5StepWhile>0356,12641 scmfsa_i.abs, SCM+FSA-Data*-Loc;SCMFSA_I:func.1:1SCM+FSA-Data*-Loc35,1373 SCM+FSA-Instr;SCMFSA_I:func.2:2SCM+FSA-Instr50,1669 int_addr1;SCMFSA_I:func.3:3int_addr183,2434 int_addr2;SCMFSA_I:func.4:4int_addr286,2546 coll_addr1;SCMFSA_I:func.5:5coll_addr189,2658 int_addr;SCMFSA_I:func.6:6int_addr98,2872 int_addr3;SCMFSA_I:func.7:7int_addr3107,3076 coll_addr2;SCMFSA_I:func.8:8coll_addr2110,3184 scmfsa_m.abs, Initialized;SCMFSA_M:func.1:1Initialized55,2296 read-only;SCMFSA_M:attr.1:1read-only142,4593 read-write;SCMFSA_M:attr.1:2read-write149,4697 FirstNotIn;SCMFSA_M:func.2:2FirstNotIn164,4962 First*NotIn;SCMFSA_M:func.3:3First*NotIn182,5391 {;SCMFSA_M:func.4:4{229,6664 {;SCMFSA_M:func.5:5{231,6739 {;SCMFSA_M:func.6:6{233,6817 {;SCMFSA_M:func.7:7{235,6898 RWNotIn-seq;SCMFSA_M:func.8:8RWNotIn-seq240,7017 -thRWNotIn;SCMFSA_M:func.9:9-thRWNotIn269,7874 -stRWNotIn;SCMFSA_M:func.9:10-stRWNotIn276,8049 -ndRWNotIn;SCMFSA_M:func.9:11-ndRWNotIn277,8092 -rdRWNotIn;SCMFSA_M:func.9:12-rdRWNotIn278,8135 Sorting-Function;SCMFSA_M:func.10:13Sorting-Function347,10132 scm_halt.abs, InitClosed;SCM_HALT:attr.1:1InitClosed53,2505 InitHalting;SCM_HALT:attr.2:2InitHalting61,2753 keepInt0_1;SCM_HALT:attr.3:3keepInt0_168,2953 is_closed_onInit;SCM_HALT:pred.1:1is_closed_onInit325,10751 is_halting_onInit;SCM_HALT:pred.2:2is_halting_onInit330,10887 good;SCM_HALT:attr.0:4good678,24458 scm_inst.abs, SCM-Halt;SCM_INST:func.0:1SCM-Halt34,1379 SCM-Halt;SCM_INST:func.1:2SCM-Halt38,1423 SCM-Data-Loc;SCM_INST:func.2:3SCM-Data-Loc42,1487 SCM-Instr;SCM_INST:func.3:4SCM-Instr56,1734 address_1;SCM_INST:func.4:5address_183,2383 address_2;SCM_INST:func.5:6address_287,2521 jump_address;SCM_INST:func.6:7jump_address101,2950 cjump_address;SCM_INST:func.7:8cjump_address114,3366 cond_address;SCM_INST:func.8:9cond_address118,3497 scmisort.abs, StepWhile>0;SCMISORT:func.1:1StepWhile>0174,7365 insert-sort;SCMISORT:func.2:2insert-sort279,11327 Insert-Sort-Algorithm;SCMISORT:func.3:3Insert-Sort-Algorithm308,12288 scmpds_1.abs, Address_Add;SCMPDS_1:func.1:1Address_Add63,2157 jump_address;SCMPDS_1:func.2:2jump_address70,2306 <*;SCMPDS_1:func.3:3<*77,2477 PopInstrLoc;SCMPDS_1:func.4:4PopInstrLoc83,2623 SCM-Exec-Res;SCMPDS_1:func.5:5SCM-Exec-Res97,2873 SCMPDS-Exec;SCMPDS_1:func.6:6SCMPDS-Exec150,5086 scmpds_2.abs, SCMPDS;SCMPDS_2:func.1:1SCMPDS39,1749 Int_position;SCMPDS_2:mode.0:1Int_position69,2239 DataLoc;SCMPDS_2:func.2:2DataLoc96,2760 goto;SCMPDS_2:func.3:3goto121,3279 return;SCMPDS_2:func.4:4return128,3388 :=;SCMPDS_2:func.5:5:=135,3499 saveIC;SCMPDS_2:func.6:6saveIC138,3583 <>0_goto;SCMPDS_2:func.7:7<>0_goto145,3704 <=0_goto;SCMPDS_2:func.8:8<=0_goto148,3801 >=0_goto;SCMPDS_2:func.9:9>=0_goto151,3898 :=;SCMPDS_2:func.10:10:=154,3996 AddTo;SCMPDS_2:func.11:11AddTo157,4089 AddTo;SCMPDS_2:func.12:12AddTo164,4218 SubFrom;SCMPDS_2:func.13:13SubFrom167,4317 MultBy;SCMPDS_2:func.14:14MultBy170,4419 Divide;SCMPDS_2:func.15:15Divide173,4520 :=;SCMPDS_2:func.16:16:=176,4621 ICplusConst;SCMPDS_2:func.17:17ICplusConst347,9952 scmpds_3.abs, .-->;SCMPDS_3:func.1:1.-->72,2617 scmpds_4.abs, ';';SCMPDS_4:func.0:1';'92,3157 ';';SCMPDS_4:func.1:2';'98,3236 ';';SCMPDS_4:func.2:3';'107,3429 ';';SCMPDS_4:func.3:4';'114,3535 ';';SCMPDS_4:func.4:5';'121,3640 +*;SCMPDS_4:func.5:6+*166,4416 IExec;SCMPDS_4:func.6:7IExec175,4654 paraclosed;SCMPDS_4:attr.1:1paraclosed182,4788 parahalting;SCMPDS_4:attr.2:2parahalting189,5007 valid_at;SCMPDS_4:pred.1:1valid_at230,5921 shiftable;SCMPDS_4:attr.3:3shiftable243,6377 shiftable;SCMPDS_4:attr.4:4shiftable260,6770 scmpds_5.abs, parahalting;SCMPDS_5:attr.1:1parahalting100,3527 scmpds_6.abs, Goto;SCMPDS_6:func.1:1Goto90,3026 is_closed_on;SCMPDS_6:pred.1:1is_closed_on118,3556 is_halting_on;SCMPDS_6:pred.2:2is_halting_on123,3696 if=0;SCMPDS_6:func.2:2if=0229,7708 if>0;SCMPDS_6:func.3:3if>0232,7836 if<0;SCMPDS_6:func.4:4if<0236,7966 if=0;SCMPDS_6:func.5:5if=0245,8181 if<>0;SCMPDS_6:func.6:6if<>0248,8281 if>0;SCMPDS_6:func.7:7if>0252,8394 if<=0;SCMPDS_6:func.8:8if<=0255,8494 if<0;SCMPDS_6:func.9:9if<0259,8608 if>=0;SCMPDS_6:func.10:10if>=0262,8709 scmpds_7.abs, for-up;SCMPDS_7:func.1:1for-up271,10327 for-down;SCMPDS_7:func.2:2for-down363,13837 sum;SCMPDS_7:func.3:3sum452,17254 sum;SCMPDS_7:func.4:4sum477,18033 scmpds_8.abs, while<0;SCMPDS_8:func.1:1while<066,2653 while>0;SCMPDS_8:func.2:2while>0214,8582 scmpds_9.abs, -->;SCMPDS_9:func.1:1-->41,1707 scmpds_i.abs, SCMPDS-Instr;SCMPDS_I:func.1:1SCMPDS-Instr58,2026 <*;SCMPDS_I:func.2:2<*83,2826 address_1;SCMPDS_I:func.3:3address_190,3013 const_INT;SCMPDS_I:func.4:4const_INT104,3402 P21address;SCMPDS_I:func.5:5P21address118,3787 P22const;SCMPDS_I:func.6:6P22const122,3933 P31address;SCMPDS_I:func.7:7P31address137,4388 P32const;SCMPDS_I:func.8:8P32const141,4536 P33const;SCMPDS_I:func.9:9P33const145,4664 P41address;SCMPDS_I:func.10:10P41address160,5159 P42address;SCMPDS_I:func.11:11P42address164,5307 P43const;SCMPDS_I:func.12:12P43const168,5456 P44const;SCMPDS_I:func.13:13P44const172,5588 RetSP;SCMPDS_I:func.14:14RetSP187,6041 RetIC;SCMPDS_I:func.15:15RetIC190,6103 scmp_gcd.abs, intpos;SCMP_GCD:func.1:1intpos43,1695 GBP;SCMP_GCD:func.2:2GBP58,2025 SBP;SCMP_GCD:func.3:3SBP62,2123 GCD-Algorithm;SCMP_GCD:func.4:4GCD-Algorithm92,2658 scmring1.abs, SCM-VAL;SCMRING1:func.1:1SCM-VAL46,1835 SCM-State;SCMRING1:mode.0:1SCM-State66,2243 IC;SCMRING1:func.2:2IC81,2620 SCM-Chg;SCMRING1:func.3:3SCM-Chg88,2763 SCM-Chg;SCMRING1:func.4:4SCM-Chg106,3287 .;SCMRING1:func.5:5.127,3942 <*;SCMRING1:func.6:6<*132,4076 SCM-Exec-Res;SCMRING1:func.7:7SCM-Exec-Res138,4249 SCM-Exec;SCMRING1:func.8:8SCM-Exec161,5361 scmring2.abs, SCM;SCMRING2:func.1:1SCM43,1782 Data-Location;SCMRING2:mode.0:1Data-Location70,2306 .;SCMRING2:func.2:2.84,2641 :=;SCMRING2:func.3:3:=104,3052 AddTo;SCMRING2:func.4:4AddTo107,3133 SubFrom;SCMRING2:func.5:5SubFrom110,3218 MultBy;SCMRING2:func.6:6MultBy113,3305 :=;SCMRING2:func.7:7:=120,3469 goto;SCMRING2:func.8:8goto127,3605 =0_goto;SCMRING2:func.9:9=0_goto135,3769 scmring3.abs, -->;SCMRING3:func.1:1-->54,2261 dl.;SCMRING3:func.2:2dl.224,5581 scmring4.abs, .-->;SCMRING4:func.1:1.-->82,2985 scmringi.abs, SCM-Instr;SCMRINGI:func.1:1SCM-Instr46,1774 address_1;SCMRINGI:func.2:2address_169,2518 address_2;SCMRINGI:func.3:3address_274,2658 jump_address;SCMRINGI:func.4:4jump_address89,3105 cjump_address;SCMRINGI:func.5:5cjump_address104,3547 cond_address;SCMRINGI:func.6:6cond_address108,3678 <*;SCMRINGI:func.7:7<*122,4124 const_address;SCMRINGI:func.8:8const_address129,4375 const_value;SCMRINGI:func.9:9const_value134,4539 scmyciel.abs, PairsOf;SCMYCIEL:func.1:1PairsOf89,3190 void;SCMYCIEL:attr.1:1void126,4221 pairfree;SCMYCIEL:attr.2:2pairfree152,4629 -at_most_dimensional;SCMYCIEL:attr.3:3-at_most_dimensional175,5077 SimpleGraph-like;SCMYCIEL:attr.4:4SimpleGraph-like218,6041 SimpleGraph;SCMYCIEL:mode.0:1SimpleGraph242,6535 Vertices;SCMYCIEL:func.0:2Vertices252,6715 Edges;SCMYCIEL:func.1:3Edges253,6749 edgeless;SCMYCIEL:attr.2:5edgeless258,6813 order;SCMYCIEL:func.2:4order272,7195 size;SCMYCIEL:func.3:5size279,7320 Vertex;SCMYCIEL:mode.0:2Vertex289,7503 Edge;SCMYCIEL:mode.0:3Edge290,7548 Adjacent;SCMYCIEL:func.4:6Adjacent312,8209 SimpleGraph;SCMYCIEL:mode.1:4SimpleGraph319,8381 CompleteSGraph;SCMYCIEL:func.5:7CompleteSGraph326,8497 Subgraph;SCMYCIEL:mode.0:5Subgraph372,9637 Complement;SCMYCIEL:func.6:8Complement377,9731 SubgraphInducedBy;SCMYCIEL:func.7:9SubgraphInducedBy395,10211 clique;SCMYCIEL:attr.5:6clique438,11273 Clique;SCMYCIEL:mode.0:6Clique461,11714 with_finite_clique#;SCMYCIEL:attr.6:7with_finite_clique#496,12556 clique#;SCMYCIEL:func.8:10clique#512,12913 Clique-wise;SCMYCIEL:attr.7:8Clique-wise542,13781 Clique-partition;SCMYCIEL:mode.0:7Clique-partition554,14039 with_finite_cliquecover#;SCMYCIEL:attr.8:9with_finite_cliquecover#564,14259 cliquecover#;SCMYCIEL:func.9:11cliquecover#585,14787 stable;SCMYCIEL:attr.9:10stable595,15064 StableSet;SCMYCIEL:mode.0:8StableSet619,15601 StableSet-wise;SCMYCIEL:attr.10:11StableSet-wise643,16293 Coloring;SCMYCIEL:mode.0:9Coloring658,16644 finitely_colorable;SCMYCIEL:attr.11:12finitely_colorable663,16751 chromatic#;SCMYCIEL:func.10:12chromatic#696,17575 with_finite_stability#;SCMYCIEL:attr.12:13with_finite_stability#719,18286 stability#;SCMYCIEL:func.11:13stability#740,18774 Mycielskian;SCMYCIEL:func.12:14Mycielskian833,21433 MycielskianSeq;SCMYCIEL:func.13:15MycielskianSeq985,26476 scpinvar.abs, sum;SCPINVAR:func.1:1sum92,3752 .;SCPINVAR:func.2:2.102,4072 Fib-macro;SCPINVAR:func.3:3Fib-macro159,6237 while<>0;SCPINVAR:func.4:4while<>0197,7534 GCD-Algorithm;SCPINVAR:func.5:5GCD-Algorithm343,12736 scpisort.abs, is_FinSequence_on;SCPISORT:pred.1:1is_FinSequence_on43,1998 insert-sort;SCPISORT:func.1:1insert-sort217,8844 scpqsort.abs, Partition;SCPQSORT:func.1:1Partition136,5946 QuickSort;SCPQSORT:func.2:2QuickSort156,6862 semi_af1.abs, Semi_Affine_Space-like;SEMI_AF1:attr.1:1Semi_Affine_Space-like27,898 Semi_Affine_Space;SEMI_AF1:mode.0:1Semi_Affine_Space61,2339 is_collinear;SEMI_AF1:pred.1:1is_collinear155,4993 parallelogram;SEMI_AF1:pred.2:2parallelogram216,6705 congr;SEMI_AF1:pred.3:3congr298,9438 sum;SEMI_AF1:func.1:1sum375,11186 opposite;SEMI_AF1:func.2:2opposite383,11297 diff;SEMI_AF1:func.3:3diff391,11414 trap;SEMI_AF1:pred.4:4trap447,12444 qtrap;SEMI_AF1:pred.5:5qtrap456,12606 seq_1.abs, Real_Sequence;SEQ_1:mode.0:1Real_Sequence38,1445 .;SEQ_1:func.1:1.52,1827 seq_2.abs, bounded_above;SEQ_2:attr.1:1bounded_above46,1736 bounded_below;SEQ_2:attr.2:2bounded_below50,1827 bounded_above;SEQ_2:attr.1:3bounded_above58,1946 bounded_below;SEQ_2:attr.2:4bounded_below62,2036 convergent;SEQ_2:attr.0:5convergent87,2576 lim;SEQ_2:func.1:1lim97,2759 bounded;SEQ_2:attr.0:6bounded105,2921 lim;SEQ_2:func.2:2lim112,3035 seq_4.abs, {;SEQ_4:func.1:1{66,2765 upper_bound;SEQ_4:func.2:2upper_bound94,3688 lower_bound;SEQ_4:func.3:3lower_bound104,3905 upper_bound;SEQ_4:func.4:4upper_bound122,4281 lower_bound;SEQ_4:func.5:5lower_bound123,4320 min;SEQ_4:func.6:6min309,9470 diffcomplex;SEQ_4:func.0:7diffcomplex331,9911 multcomplex;SEQ_4:func.7:8multcomplex343,10163 abscomplex;SEQ_4:func.8:9abscomplex355,10393 +;SEQ_4:func.9:10+363,10561 -;SEQ_4:func.10:11-366,10656 -;SEQ_4:func.11:12-372,10776 *;SEQ_4:func.0:13*379,10909 *;SEQ_4:func.12:14*384,10985 abs;SEQ_4:func.13:15abs390,11098 COMPLEX;SEQ_4:func.14:16COMPLEX396,11206 +;SEQ_4:func.15:17+412,11525 0c;SEQ_4:func.16:180c419,11687 0c;SEQ_4:func.17:190c425,11784 -;SEQ_4:func.18:20-432,11908 -;SEQ_4:func.19:21-457,12352 *;SEQ_4:func.20:22*506,13137 abs;SEQ_4:func.21:23abs531,13527 |.;SEQ_4:func.22:24|.548,13835 open;SEQ_4:attr.1:1open595,14615 closed;SEQ_4:attr.2:2closed603,14782 Ball;SEQ_4:func.23:25Ball625,15440 dist;SEQ_4:func.24:26dist640,15713 Ball;SEQ_4:func.25:27Ball648,15874 dist;SEQ_4:func.26:28dist686,16700 ComplexOpenSets;SEQ_4:func.27:29ComplexOpenSets724,17711 Incr;SEQ_4:func.28:30Incr780,19296 seqfunc.abs, Functional_Sequence;SEQFUNC:mode.0:1Functional_Sequence41,1575 .;SEQFUNC:func.1:1.49,1734 (#);SEQFUNC:func.2:2(#)67,2183 ";SEQFUNC:func.3:3"75,2322 -;SEQFUNC:func.4:4-79,2426 abs;SEQFUNC:func.5:5abs84,2548 +;SEQFUNC:func.6:6+93,2701 -;SEQFUNC:func.7:7-101,2843 (#);SEQFUNC:func.8:8(#)108,2953 /;SEQFUNC:func.9:9/116,3098 common_on_dom;SEQFUNC:pred.1:1common_on_dom178,4307 #;SEQFUNC:func.10:10#186,4426 is_point_conv_on;SEQFUNC:pred.2:2is_point_conv_on194,4538 is_unif_conv_on;SEQFUNC:pred.3:3is_unif_conv_on212,5019 lim;SEQFUNC:func.11:11lim223,5253 seqm_3.abs, increasing;SEQM_3:attr.0:1increasing48,1871 decreasing;SEQM_3:attr.0:2decreasing52,1988 non-decreasing;SEQM_3:attr.0:3non-decreasing56,2105 non-increasing;SEQM_3:attr.0:4non-increasing60,2228 monotone;SEQM_3:attr.1:5monotone69,2380 increasing;SEQM_3:attr.0:6increasing140,4102 decreasing;SEQM_3:attr.0:7decreasing143,4206 non-decreasing;SEQM_3:attr.0:8non-decreasing146,4310 non-increasing;SEQM_3:attr.0:9non-increasing149,4419 constant;SEQM_3:attr.0:10constant302,8640 series_1.abs, +;SERIES_1:func.1:1+55,2200 Partial_Sums;SERIES_1:func.2:2Partial_Sums60,2305 Partial_Sums;SERIES_1:func.3:3Partial_Sums73,2593 summable;SERIES_1:attr.1:1summable78,2668 Sum;SERIES_1:func.4:4Sum82,2747 to_power;SERIES_1:func.5:5to_power194,5949 absolutely_summable;SERIES_1:attr.2:2absolutely_summable210,6417 Sum;SERIES_1:func.6:6Sum259,7780 Sum;SERIES_1:func.7:7Sum267,7895 series_3.abs, Partial_Product;SERIES_3:func.1:1Partial_Product176,4662 setfam_1.abs, meet;SETFAM_1:func.1:1meet30,933 is_finer_than;SETFAM_1:pred.1:1is_finer_than76,1815 is_coarser_than;SETFAM_1:pred.2:2is_coarser_than80,1930 UNION;SETFAM_1:func.2:2UNION112,2723 INTERSECTION;SETFAM_1:func.3:3INTERSECTION117,2846 DIFFERENCE;SETFAM_1:func.4:4DIFFERENCE122,2976 Subset-Family;SETFAM_1:mode.0:1Subset-Family165,4028 union;SETFAM_1:func.5:5union173,4167 meet;SETFAM_1:func.6:6meet178,4235 COMPLEMENT;SETFAM_1:func.7:7COMPLEMENT187,4374 with_non-empty_elements;SETFAM_1:attr.1:1with_non-empty_elements239,5667 Intersect;SETFAM_1:func.8:8Intersect293,7104 empty-membered;SETFAM_1:attr.2:2empty-membered320,7694 with_non-empty_element;SETFAM_1:attr.2:3with_non-empty_element328,7813 Cover;SETFAM_1:mode.1:2Cover363,8480 with_proper_subsets;SETFAM_1:attr.3:4with_proper_subsets383,8858 bool;SETFAM_1:func.9:9bool412,9502 setlim_1.abs, monotone;SETLIM_1:attr.1:1monotone98,3127 inferior_setsequence;SETLIM_1:func.1:1inferior_setsequence106,3256 inferior_setsequence;SETLIM_1:func.2:2inferior_setsequence114,3436 superior_setsequence;SETLIM_1:func.3:3superior_setsequence119,3534 superior_setsequence;SETLIM_1:func.4:4superior_setsequence127,3715 lim_inf;SETLIM_1:func.0:5lim_inf265,7786 lim_sup;SETLIM_1:func.0:6lim_sup272,7925 lim;SETLIM_1:func.0:7lim279,8069 inferior_setsequence;SETLIM_1:func.5:8inferior_setsequence322,9126 superior_setsequence;SETLIM_1:func.6:9superior_setsequence327,9267 setlim_2.abs, (/\);SETLIM_2:func.1:1(/\)43,1515 (\/);SETLIM_2:func.2:2(\/)48,1630 (\);SETLIM_2:func.3:3(\)53,1745 (\+\);SETLIM_2:func.4:4(\+\)57,1842 (/\);SETLIM_2:func.5:5(/\)103,2921 (\/);SETLIM_2:func.6:6(\/)107,3015 (\);SETLIM_2:func.7:7(\)111,3109 (\);SETLIM_2:func.8:8(\)115,3201 (\+\);SETLIM_2:func.9:9(\+\)119,3293 setwiseo.abs, {}.;SETWISEO:func.1:1{}.78,2303 having_a_unity;SETWISEO:attr.1:1having_a_unity93,2682 {.;SETWISEO:func.0:2{.117,3268 {.;SETWISEO:func.0:3{.119,3318 {.;SETWISEO:func.0:4{.121,3372 {.;SETWISEO:func.2:5{.126,3467 {.;SETWISEO:func.3:6{.128,3535 {.;SETWISEO:func.4:7{.130,3605 \/;SETWISEO:func.5:8\/136,3716 \;SETWISEO:func.6:9\142,3824 $$;SETWISEO:func.7:10$$181,4851 .:;SETWISEO:func.8:11.:268,8261 FinUnion;SETWISEO:func.9:12FinUnion321,10518 FinUnion;SETWISEO:func.10:13FinUnion360,11316 singleton;SETWISEO:func.11:14singleton408,12911 setwop_2.abs, [#];SETWOP_2:func.1:1[#]139,5259 finSeg;SETWOP_2:func.0:2finSeg162,5687 finSeg;SETWOP_2:func.2:3finSeg167,5750 $$;SETWOP_2:func.0:4$$172,5826 $$;SETWOP_2:func.0:5$$179,5965 sfmastr1.abs, good;SFMASTR1:attr.1:1good48,2391 -thNotUsed;SFMASTR1:func.1:1-thNotUsed236,7924 -stNotUsed;SFMASTR1:func.1:2-stNotUsed243,8084 -ndNotUsed;SFMASTR1:func.1:3-ndNotUsed244,8127 -rdNotUsed;SFMASTR1:func.1:4-rdNotUsed245,8170 Fib_macro;SFMASTR1:func.2:5Fib_macro262,8517 sfmastr2.abs, times*;SFMASTR2:func.1:1times*75,3200 times;SFMASTR2:func.2:2times83,3449 times;SFMASTR2:func.2:3times90,3641 StepTimes;SFMASTR2:func.3:4StepTimes108,4031 ProperTimesBody;SFMASTR2:pred.1:1ProperTimesBody141,5193 triv-times;SFMASTR2:func.4:5triv-times206,7512 Fib-macro;SFMASTR2:func.5:6Fib-macro221,7893 sfmastr3.abs, StepForUp;SFMASTR3:func.1:1StepForUp98,3724 ProperForUpBody;SFMASTR3:pred.1:1ProperForUpBody136,4933 for-up;SFMASTR3:func.2:2for-up194,7255 FinSeqMin;SFMASTR3:func.3:3FinSeqMin238,8819 swap;SFMASTR3:func.4:4swap282,10447 Selection-sort;SFMASTR3:func.5:5Selection-sort319,11502 sf_mastr.abs, UsedIntLoc;SF_MASTR:func.1:1UsedIntLoc87,3357 UsedIntLoc;SF_MASTR:func.2:2UsedIntLoc124,4628 UsedInt*Loc;SF_MASTR:func.3:3UsedInt*Loc185,6158 UsedInt*Loc;SF_MASTR:func.4:4UsedInt*Loc208,6977 FirstNotUsed;SF_MASTR:func.5:5FirstNotUsed278,8664 First*NotUsed;SF_MASTR:func.6:6First*NotUsed325,9849 sgraph1.abs, nat_interval;SGRAPH1:func.1:1nat_interval41,1717 Seg;SGRAPH1:func.1:2Seg49,1865 TWOELEMENTSETS;SGRAPH1:func.2:3TWOELEMENTSETS79,2639 SimpleGraphStruct;SGRAPH1:struct.1:1SimpleGraphStruct130,4249 SIMPLEGRAPHS;SGRAPH1:func.3:4SIMPLEGRAPHS147,4895 SimpleGraph;SGRAPH1:mode.1:1SimpleGraph164,5273 is_isomorphic_to;SGRAPH1:pred.1:1is_isomorphic_to205,6629 is_SetOfSimpleGraphs_of;SGRAPH1:pred.2:2is_SetOfSimpleGraphs_of256,8801 SubGraph;SGRAPH1:mode.2:2SubGraph291,10199 degree;SGRAPH1:func.4:5degree312,10988 is_path_of;SGRAPH1:pred.3:3is_path_of347,12287 PATHS;SGRAPH1:func.5:6PATHS358,12678 is_cycle_of;SGRAPH1:pred.4:4is_cycle_of384,13571 K_;SGRAPH1:func.6:7K_403,14174 K_;SGRAPH1:func.7:8K_413,14473 TriangleGraph;SGRAPH1:func.8:9TriangleGraph424,14795 sheffer1.abs, upper-bounded';SHEFFER1:attr.1:1upper-bounded'35,1347 Top';SHEFFER1:func.1:1Top'46,1571 lower-bounded';SHEFFER1:attr.2:2lower-bounded'54,1738 Bot';SHEFFER1:func.2:2Bot'65,1962 distributive';SHEFFER1:attr.3:3distributive'73,2129 is_a_complement'_of;SHEFFER1:pred.1:1is_a_complement'_of82,2340 complemented';SHEFFER1:attr.4:4complemented'91,2527 `#;SHEFFER1:func.3:3`#102,2803 meet-idempotent;SHEFFER1:attr.5:5meet-idempotent145,4386 ShefferStr;SHEFFER1:struct.1:1ShefferStr252,8193 ShefferLattStr;SHEFFER1:struct.2:2ShefferLattStr257,8299 ShefferOrthoLattStr;SHEFFER1:struct.3:3ShefferOrthoLattStr263,8483 TrivShefferOrthoLattStr;SHEFFER1:func.4:4TrivShefferOrthoLattStr269,8707 |;SHEFFER1:func.5:5|283,9056 properly_defined;SHEFFER1:attr.9:6properly_defined290,9197 satisfying_Sheffer_1;SHEFFER1:attr.10:7satisfying_Sheffer_1301,9540 satisfying_Sheffer_2;SHEFFER1:attr.11:8satisfying_Sheffer_2305,9655 satisfying_Sheffer_3;SHEFFER1:attr.12:9satisfying_Sheffer_3309,9777 ";SHEFFER1:func.6:6"359,11227 sheffer2.abs, satisfying_Sh_1;SHEFFER2:attr.1:1satisfying_Sh_128,1011 simplex0.abs, with_empty_element;SIMPLEX0:attr.0:1with_empty_element44,1901 subset-closed_closure_of;SIMPLEX0:func.1:1subset-closed_closure_of74,2537 subset-closed_closure_of;SIMPLEX0:func.2:2subset-closed_closure_of85,2825 the_subsets_with_limited_card;SIMPLEX0:func.3:3the_subsets_with_limited_card127,3879 the_subsets_with_limited_card;SIMPLEX0:func.3:4the_subsets_with_limited_card169,4889 SimplicialComplexStr;SIMPLEX0:mode.0:1SimplicialComplexStr197,5774 simplex-like;SIMPLEX0:attr.0:2simplex-like204,5899 simplex-like;SIMPLEX0:attr.0:3simplex-like209,5995 vertex-like;SIMPLEX0:attr.1:4vertex-like224,6280 Vertices;SIMPLEX0:func.4:5Vertices231,6409 Vertex;SIMPLEX0:mode.0:2Vertex238,6578 finite-vertices;SIMPLEX0:attr.2:5finite-vertices243,6673 locally-finite;SIMPLEX0:attr.3:6locally-finite250,6777 empty-membered;SIMPLEX0:attr.4:7empty-membered258,6958 with_non-empty_elements;SIMPLEX0:attr.5:8with_non-empty_elements261,7050 with_non-empty_element;SIMPLEX0:attr.4:9with_non-empty_element267,7182 with_empty_element;SIMPLEX0:attr.5:10with_empty_element268,7245 SimplicialComplexStr;SIMPLEX0:mode.1:3SimplicialComplexStr273,7339 total;SIMPLEX0:attr.6:11total281,7501 Complex_of;SIMPLEX0:func.5:6Complex_of359,9679 SimplicialComplex;SIMPLEX0:mode.0:4SimplicialComplex393,10404 Simplex;SIMPLEX0:mode.0:5Simplex399,10562 degree;SIMPLEX0:func.6:7degree417,10948 SubSimplicialComplex;SIMPLEX0:mode.2:6SubSimplicialComplex454,11952 maximal;SIMPLEX0:attr.7:12maximal518,13697 |;SIMPLEX0:func.7:8|549,14605 |;SIMPLEX0:func.7:9|559,14796 Skeleton_of;SIMPLEX0:func.8:10Skeleton_of587,15391 Skeleton_of;SIMPLEX0:func.9:11Skeleton_of621,16167 Simplex;SIMPLEX0:mode.3:7Simplex647,16850 Face;SIMPLEX0:mode.4:8Face676,17640 subdivision;SIMPLEX0:func.10:12subdivision691,17952 subdivision;SIMPLEX0:func.11:13subdivision769,20142 simplex1.abs, SimplicialComplexStr;SIMPLEX1:mode.0:1SimplicialComplexStr57,2491 SimplicialComplex;SIMPLEX1:mode.0:2SimplicialComplex58,2569 @;SIMPLEX1:func.1:1@65,2741 @;SIMPLEX1:func.2:2@74,2905 |.;SIMPLEX1:func.3:3|.93,3435 SubdivisionStr;SIMPLEX1:mode.1:3SubdivisionStr121,4265 Subdivision;SIMPLEX1:mode.0:4Subdivision159,5363 BCS;SIMPLEX1:func.4:4BCS177,5889 BCS;SIMPLEX1:func.5:5BCS185,6063 affinely-independent;SIMPLEX1:attr.1:1affinely-independent237,7363 simplex-join-closed;SIMPLEX1:attr.2:2simplex-join-closed244,7530 simplex2.abs, Lebesgue_number;SIMPLEX2:mode.1:1Lebesgue_number63,3278 bounded;SIMPLEX2:attr.1:1bounded102,4380 diameter;SIMPLEX2:func.1:1diameter142,5296 diameter;SIMPLEX2:func.2:2diameter165,6038 bounded;SIMPLEX2:attr.2:2bounded178,6407 diameter;SIMPLEX2:func.3:3diameter181,6478 sincos10.abs, arcsec1;SINCOS10:func.1:1arcsec1127,3644 arcsec2;SINCOS10:func.2:2arcsec2130,3733 arccosec1;SINCOS10:func.3:3arccosec1133,3824 arccosec2;SINCOS10:func.4:4arccosec2136,3918 arcsec1;SINCOS10:func.5:5arcsec1143,4045 arcsec2;SINCOS10:func.6:6arcsec2146,4100 arccosec1;SINCOS10:func.7:7arccosec1149,4155 arccosec2;SINCOS10:func.8:8arccosec2152,4214 arcsec1;SINCOS10:func.9:9arcsec1159,4307 arcsec2;SINCOS10:func.10:10arcsec2160,4342 arccosec1;SINCOS10:func.11:11arccosec1161,4377 arccosec2;SINCOS10:func.12:12arccosec2162,4414 sin_cos2.abs, sinh;SIN_COS2:func.1:1sinh75,2576 sinh;SIN_COS2:func.2:2sinh83,2738 sinh;SIN_COS2:func.3:3sinh95,2889 cosh;SIN_COS2:func.4:4cosh99,2939 cosh;SIN_COS2:func.5:5cosh107,3101 cosh;SIN_COS2:func.6:6cosh119,3252 tanh;SIN_COS2:func.7:7tanh123,3302 tanh;SIN_COS2:func.8:8tanh132,3487 tanh;SIN_COS2:func.9:9tanh144,3638 sin_cos3.abs, sin_C;SIN_COS3:func.1:1sin_C35,1432 cos_C;SIN_COS3:func.2:2cos_C42,1569 sinh_C;SIN_COS3:func.3:3sinh_C49,1694 cosh_C;SIN_COS3:func.4:4cosh_C56,1813 sin_cos4.abs, tan;SIN_COS4:func.1:1tan31,1096 cot;SIN_COS4:func.2:2cot38,1190 cosec;SIN_COS4:func.3:3cosec45,1284 sec;SIN_COS4:func.4:4sec52,1374 sin_cos5.abs, coth;SIN_COS5:func.1:1coth151,4431 sech;SIN_COS5:func.2:2sech154,4498 cosech;SIN_COS5:func.3:3cosech157,4559 sin_cos6.abs, arcsin;SIN_COS6:func.1:1arcsin277,7317 arcsin;SIN_COS6:func.2:2arcsin284,7442 arcsin;SIN_COS6:func.3:3arcsin291,7528 arccos;SIN_COS6:func.4:4arccos371,9302 arccos;SIN_COS6:func.5:5arccos378,9421 arccos;SIN_COS6:func.6:6arccos385,9507 sin_cos7.abs, sinh";SIN_COS7:func.1:1sinh"133,3273 cosh1";SIN_COS7:func.2:2cosh1"140,3403 cosh2";SIN_COS7:func.3:3cosh2"147,3532 tanh";SIN_COS7:func.4:4tanh"154,3664 coth";SIN_COS7:func.5:5coth"161,3796 sech1";SIN_COS7:func.6:6sech1"168,3928 sech2";SIN_COS7:func.7:7sech2"175,4061 csch";SIN_COS7:func.8:8csch"182,4197 sin_cos9.abs, arctan;SIN_COS9:func.1:1arctan81,2641 arccot;SIN_COS9:func.2:2arccot84,2732 arctan;SIN_COS9:func.3:3arctan91,2852 arccot;SIN_COS9:func.4:4arccot94,2905 arctan;SIN_COS9:func.5:5arctan101,2992 arccot;SIN_COS9:func.6:6arccot102,3026 sin_cos.abs, CHK;SIN_COS:func.1:1CHK52,2305 Prod_real_n;SIN_COS:func.2:2Prod_real_n74,2813 !;SIN_COS:func.0:3!82,2956 ExpSeq;SIN_COS:func.3:4ExpSeq89,3060 rExpSeq;SIN_COS:func.4:5rExpSeq97,3197 Coef;SIN_COS:func.5:6Coef112,3512 Coef_e;SIN_COS:func.6:7Coef_e122,3729 Shift;SIN_COS:func.7:8Shift131,3926 Expan;SIN_COS:func.8:9Expan140,4105 Expan_e;SIN_COS:func.9:10Expan_e150,4353 Alfa;SIN_COS:func.10:11Alfa160,4606 Conj;SIN_COS:func.11:12Conj171,4873 Conj;SIN_COS:func.12:13Conj181,5173 exp;SIN_COS:func.13:14exp269,7691 exp;SIN_COS:func.14:15exp277,7858 exp;SIN_COS:func.15:16exp284,7967 sin;SIN_COS:func.16:17sin293,8193 sin;SIN_COS:func.17:18sin301,8363 sin;SIN_COS:func.18:19sin313,8517 cos;SIN_COS:func.19:20cos319,8587 cos;SIN_COS:func.20:21cos327,8735 cos;SIN_COS:func.21:22cos339,8889 P_sin;SIN_COS:func.22:23P_sin372,9649 P_cos;SIN_COS:func.23:24P_cos376,9766 exp_R;SIN_COS:func.24:25exp_R439,11430 exp_R;SIN_COS:func.25:26exp_R447,11591 exp_R;SIN_COS:func.26:27exp_R459,11751 P_dt;SIN_COS:func.27:28P_dt493,12403 P_t;SIN_COS:func.28:29P_t497,12504 tan;SIN_COS:func.29:30tan550,13986 cot;SIN_COS:func.30:31cot553,14059 PI;SIN_COS:func.31:32PI570,14400 PI;SIN_COS:func.32:33PI577,14504 sppol_1.abs, is_extremal_in;SPPOL_1:pred.1:1is_extremal_in99,3600 horizontal;SPPOL_1:attr.1:1horizontal135,4461 vertical;SPPOL_1:attr.2:2vertical139,4552 alternating;SPPOL_1:attr.3:3alternating201,6108 are_generators_of;SPPOL_1:pred.2:2are_generators_of260,8125 sppol_2.abs, S-Sequence_in_R2;SPPOL_2:mode.0:1S-Sequence_in_R2242,7236 split;SPPOL_2:pred.1:1split280,8202 special_polygonal;SPPOL_2:attr.0:1special_polygonal302,8765 special_polygonal;SPPOL_2:attr.0:2special_polygonal307,8880 [.;SPPOL_2:func.1:1[.315,9010 Special_polygon_in_R2;SPPOL_2:mode.0:2Special_polygon_in_R2359,10167 sprect_1.abs, SpStSeq;SPRECT_1:func.1:1SpStSeq211,6723 rectangular;SPRECT_1:attr.1:1rectangular392,11008 Jordan;SPRECT_1:attr.0:2Jordan448,12063 sprect_2.abs, is_in_the_area_of;SPRECT_2:pred.1:1is_in_the_area_of128,4523 is_a_h.c._for;SPRECT_2:pred.2:2is_a_h.c._for172,5885 is_a_v.c._for;SPRECT_2:pred.3:3is_a_v.c._for176,6014 clockwise_oriented;SPRECT_2:attr.1:1clockwise_oriented191,6430 square_1.abs, min;SQUARE_1:func.1:1min40,1392 max;SQUARE_1:func.2:2max41,1437 ^2;SQUARE_1:func.3:3^253,1676 ^2;SQUARE_1:func.4:4^270,1892 ^2;SQUARE_1:func.5:5^275,1980 sqrt;SQUARE_1:func.6:6sqrt126,3155 sqrt;SQUARE_1:func.7:7sqrt134,3276 stacks_1.abs, ^;STACKS_1:func.1:1^43,1860 Del;STACKS_1:func.2:2Del50,1978 BinOp;STACKS_1:mode.1:1BinOp67,2352 /\/;STACKS_1:func.3:3/\/85,2896 +*;STACKS_1:func.4:4+*98,3217 StackSystem;STACKS_1:struct.1:1StackSystem104,3299 stack;STACKS_1:mode.0:2stack136,4204 emp;STACKS_1:pred.1:1emp142,4319 pop;STACKS_1:func.5:5pop150,4453 top;STACKS_1:func.6:6top153,4525 push;STACKS_1:func.7:7push162,4707 StandardStackSystem;STACKS_1:func.8:8StandardStackSystem169,4831 pop-finite;STACKS_1:attr.2:1pop-finite204,5713 push-pop;STACKS_1:attr.3:2push-pop211,5884 top-push;STACKS_1:attr.4:3top-push216,5975 pop-push;STACKS_1:attr.5:4pop-push221,6044 push-non-empty;STACKS_1:attr.6:5push-non-empty226,6113 StackAlgebra;STACKS_1:mode.0:3StackAlgebra247,6609 |.;STACKS_1:func.9:9|.317,8709 ==;STACKS_1:pred.2:2==352,9512 proper-for-identity;STACKS_1:attr.7:6proper-for-identity379,10024 ==_;STACKS_1:func.10:10==_392,10231 coset;STACKS_1:func.11:11coset408,10509 ConstructionRed;STACKS_1:func.12:12ConstructionRed439,11241 core;STACKS_1:func.13:13core468,11999 /==;STACKS_1:func.14:14/==506,12843 form_isomorphism_between;STACKS_1:pred.3:3form_isomorphism_between574,14628 are_isomorphic;STACKS_1:pred.4:4are_isomorphic608,15751 stirl2_1.abs, ";STIRL2_1:func.1:1"93,2735 .;STIRL2_1:func.2:2.100,2845 "increasing;STIRL2_1:attr.1:1"increasing106,2945 block;STIRL2_1:func.3:3block156,4209 "increasing;STIRL2_1:attr.2:2"increasing358,10581 struct_0.abs, 1-sorted;STRUCT_0:struct.1:11-sorted34,1378 empty;STRUCT_0:attr.2:1empty39,1455 Element;STRUCT_0:mode.0:1Element65,1855 Subset;STRUCT_0:mode.0:2Subset66,1907 Subset-Family;STRUCT_0:mode.0:3Subset-Family67,1957 Function;STRUCT_0:mode.0:4Function75,2148 Function;STRUCT_0:mode.0:5Function76,2207 Function;STRUCT_0:mode.0:6Function81,2307 {};STRUCT_0:func.1:1{}88,2453 [#];STRUCT_0:func.2:2[#]91,2510 FinSequence;STRUCT_0:mode.0:7FinSequence120,2958 ManySortedSet;STRUCT_0:mode.0:8ManySortedSet127,3095 id;STRUCT_0:func.3:3id134,3235 sequence;STRUCT_0:mode.0:9sequence143,3391 PartFunc;STRUCT_0:mode.0:10PartFunc150,3532 PartFunc;STRUCT_0:mode.0:11PartFunc151,3591 PartFunc;STRUCT_0:mode.0:12PartFunc156,3690 in;STRUCT_0:pred.1:1in164,3858 ZeroStr;STRUCT_0:struct.2:2ZeroStr172,3961 OneStr;STRUCT_0:struct.3:3OneStr181,4122 ZeroOneStr;STRUCT_0:struct.4:4ZeroOneStr185,4219 0.;STRUCT_0:func.4:40.191,4383 1.;STRUCT_0:func.5:51.198,4489 degenerated;STRUCT_0:attr.6:2degenerated205,4598 trivial;STRUCT_0:attr.7:3trivial213,4699 trivial;STRUCT_0:attr.7:4trivial226,4924 finite;STRUCT_0:attr.8:5finite255,5465 infinite;STRUCT_0:attr.8:6infinite276,5787 zero;STRUCT_0:attr.9:7zero304,6262 Cover;STRUCT_0:mode.0:13Cover325,6568 2-sorted;STRUCT_0:struct.5:52-sorted338,6803 void;STRUCT_0:attr.11:8void343,6897 -->;STRUCT_0:func.6:6-->371,7392 non-zero;STRUCT_0:attr.12:9non-zero395,7823 card;STRUCT_0:func.7:7card404,7948 UnOp;STRUCT_0:mode.0:14UnOp413,8084 BinOp;STRUCT_0:mode.0:15BinOp414,8130 NonZero;STRUCT_0:func.8:8NonZero421,8236 trivial;STRUCT_0:attr.7:10trivial432,8479 -element;STRUCT_0:attr.13:11-element489,9561 feasible;STRUCT_0:attr.14:12feasible512,10094 trivial';STRUCT_0:attr.15:13trivial'525,10443 sublemma.abs, Val_Sub;SUBLEMMA:mode.0:1Val_Sub62,2438 .;SUBLEMMA:func.0:1.69,2578 .;SUBLEMMA:func.1:2.74,2643 `1;SUBLEMMA:func.2:3`179,2728 Val_S;SUBLEMMA:func.3:4Val_S84,2811 |=;SUBLEMMA:pred.1:1|=94,2999 Sub_P;SUBLEMMA:func.4:5Sub_P117,3539 Sub_not;SUBLEMMA:func.5:6Sub_not156,4465 CQCSub_&;SUBLEMMA:func.6:7CQCSub_&174,4899 CQC-WFF-like;SUBLEMMA:attr.1:1CQC-WFF-like215,6147 [;SUBLEMMA:func.7:8[229,6370 `1;SUBLEMMA:func.8:9`1240,6643 CQCSub_All;SUBLEMMA:func.9:10CQCSub_All247,6757 CQCSub_the_scope_of;SUBLEMMA:func.10:11CQCSub_the_scope_of260,7007 CQCQuant;SUBLEMMA:func.11:12CQCQuant271,7225 |;SUBLEMMA:func.0:13|360,10021 |;SUBLEMMA:func.12:14|366,10107 NEx_Val;SUBLEMMA:func.13:15NEx_Val382,10407 +*;SUBLEMMA:func.14:16+*391,10578 RSub1;SUBLEMMA:func.15:17RSub1553,17324 RSub2;SUBLEMMA:func.16:18RSub2561,17468 subset_1.abs, Element;SUBSET_1:mode.1:1Element54,1539 Subset;SUBSET_1:mode.0:2Subset62,1671 Element;SUBSET_1:mode.2:3Element87,2138 {};SUBSET_1:func.1:1{}97,2271 [#];SUBSET_1:func.2:2[#]100,2328 `;SUBSET_1:func.3:3`126,2805 \/;SUBSET_1:func.4:4\/131,2891 \+\;SUBSET_1:func.5:5\+\132,2930 \;SUBSET_1:func.6:6\137,3005 \;SUBSET_1:func.7:7\142,3073 /\;SUBSET_1:func.8:8/\147,3141 /\;SUBSET_1:func.9:9/\152,3210 misses;SUBSET_1:pred.1:1misses291,6305 meets;SUBSET_1:pred.2:2meets297,6396 choose;SUBSET_1:func.10:10choose303,6471 proper;SUBSET_1:attr.1:1proper345,7320 trivial;SUBSET_1:attr.0:2trivial390,8220 substlat.abs, SubstitutionSet;SUBSTLAT:func.1:1SubstitutionSet34,1202 \/;SUBSTLAT:func.2:2\/56,1751 mi;SUBSTLAT:func.3:3mi72,2057 ^;SUBSTLAT:func.4:4^87,2433 SubstLatt;SUBSTLAT:func.5:5SubstLatt180,4548 substut1.abs, vSUB;SUBSTUT1:func.1:1vSUB47,1925 CQC_Substitution;SUBSTUT1:mode.0:1CQC_Substitution59,2106 @;SUBSTUT1:func.2:2@72,2296 CQC_Subst;SUBSTUT1:func.3:3CQC_Subst84,2557 @;SUBSTUT1:func.4:4@95,2857 CQC_Subst;SUBSTUT1:func.5:5CQC_Subst104,3017 |;SUBSTUT1:func.6:6|114,3183 RestrictSub;SUBSTUT1:func.7:7RestrictSub125,3346 Bound_Vars;SUBSTUT1:func.8:8Bound_Vars134,3556 Bound_Vars;SUBSTUT1:func.9:9Bound_Vars143,3741 Dom_Bound_Vars;SUBSTUT1:func.10:10Dom_Bound_Vars187,5095 Sub_Var;SUBSTUT1:func.11:11Sub_Var198,5302 NSub;SUBSTUT1:func.12:12NSub206,5455 upVar;SUBSTUT1:func.13:13upVar214,5628 ExpandSub;SUBSTUT1:func.14:14ExpandSub224,5832 PQSub;SUBSTUT1:pred.1:1PQSub233,6043 QSub;SUBSTUT1:func.15:15QSub243,6259 -Sub-closed;SUBSTUT1:attr.1:1-Sub-closed277,7492 QC-Sub-WFF;SUBSTUT1:func.16:16QC-Sub-WFF303,8386 Sub_P;SUBSTUT1:func.17:17Sub_P327,8860 -Sub_VERUM;SUBSTUT1:attr.2:2-Sub_VERUM340,9132 `1;SUBSTUT1:func.18:18`1349,9245 `2;SUBSTUT1:func.19:19`2350,9290 Sub_not;SUBSTUT1:func.20:20Sub_not359,9409 Sub_&;SUBSTUT1:func.21:21Sub_&369,9562 `1;SUBSTUT1:func.22:22`1381,9769 `2;SUBSTUT1:func.23:23`2382,9818 quantifiable;SUBSTUT1:attr.3:3quantifiable388,9910 second_Q_comp;SUBSTUT1:mode.1:2second_Q_comp399,10080 Sub_All;SUBSTUT1:func.24:24Sub_All412,10306 [;SUBSTUT1:func.25:25[422,10448 Sub_atomic;SUBSTUT1:attr.4:4Sub_atomic447,11319 Sub_negative;SUBSTUT1:attr.5:5Sub_negative470,11805 Sub_conjunctive;SUBSTUT1:attr.6:6Sub_conjunctive474,11883 Sub_universal;SUBSTUT1:attr.7:7Sub_universal483,12018 Sub_the_arguments_of;SUBSTUT1:func.26:26Sub_the_arguments_of497,12328 Sub_the_argument_of;SUBSTUT1:func.27:27Sub_the_argument_of509,12637 Sub_the_left_argument_of;SUBSTUT1:func.28:28Sub_the_left_argument_of519,12805 Sub_the_right_argument_of;SUBSTUT1:func.29:29Sub_the_right_argument_of529,13005 Sub_the_bound_of;SUBSTUT1:func.30:30Sub_the_bound_of539,13204 Sub_the_scope_of;SUBSTUT1:func.31:31Sub_the_scope_of548,13440 @;SUBSTUT1:func.32:32@675,18463 `1;SUBSTUT1:func.33:33`1685,18624 `2;SUBSTUT1:func.34:34`2686,18669 S_Bound;SUBSTUT1:func.35:35S_Bound692,18750 Quant;SUBSTUT1:func.36:36Quant702,19010 CQC_Sub;SUBSTUT1:func.37:37CQC_Sub713,19263 CQC-Sub-WFF;SUBSTUT1:func.38:38CQC-Sub-WFF746,20416 CQC_Sub;SUBSTUT1:func.39:39CQC_Sub805,22074 substut2.abs, [;SUBSTUT2:func.1:1[69,2684 [;SUBSTUT2:func.2:2[100,3596 Sbst;SUBSTUT2:func.0:3Sbst105,3680 Sbst;SUBSTUT2:func.3:4Sbst110,3745 .;SUBSTUT2:func.4:5.117,3895 `2;SUBSTUT2:func.5:6`2155,4996 CFQ;SUBSTUT2:func.6:7CFQ184,5925 QScope;SUBSTUT2:func.7:8QScope191,6070 Qsc;SUBSTUT2:func.8:9Qsc199,6261 PATH;SUBSTUT2:mode.1:1PATH244,7475 supinf_1.abs, R_eal;SUPINF_1:mode.0:1R_eal30,1138 +infty;SUPINF_1:func.1:1+infty34,1191 -infty;SUPINF_1:func.2:2-infty35,1224 SetMajorant;SUPINF_1:func.3:3SetMajorant45,1396 SetMinorant;SUPINF_1:func.4:4SetMinorant62,1842 bool_DOMAIN;SUPINF_1:mode.0:2bool_DOMAIN92,2609 SUP;SUPINF_1:func.5:5SUP99,2747 INF;SUPINF_1:func.6:6INF126,3511 supinf_2.abs, 0.;SUPINF_2:func.0:10.35,1592 0.;SUPINF_2:func.1:20.39,1629 -;SUPINF_2:func.2:3-41,1676 +;SUPINF_2:func.3:4+43,1724 -;SUPINF_2:func.4:5-44,1756 +;SUPINF_2:func.0:6+63,2180 +;SUPINF_2:func.5:7+68,2257 -;SUPINF_2:func.0:8-73,2346 -;SUPINF_2:func.6:9-78,2415 inf;SUPINF_2:func.7:10inf95,2802 sup;SUPINF_2:func.8:11sup96,2834 rng;SUPINF_2:func.9:12rng131,3956 sup;SUPINF_2:func.10:13sup143,4187 inf;SUPINF_2:func.11:14inf146,4260 .;SUPINF_2:func.12:15.154,4403 +;SUPINF_2:func.13:16+162,4574 -;SUPINF_2:func.14:17-187,5357 bounded_above;SUPINF_2:attr.1:1bounded_above209,5906 bounded_below;SUPINF_2:attr.2:2bounded_below213,5975 bounded;SUPINF_2:attr.3:3bounded221,6123 countable;SUPINF_2:attr.4:4countable306,9099 Denum_Set_of_R_EAL;SUPINF_2:mode.0:1Denum_Set_of_R_EAL317,9306 nonnegative;SUPINF_2:attr.5:5nonnegative322,9408 Pos_Denum_Set_of_R_EAL;SUPINF_2:mode.0:2Pos_Denum_Set_of_R_EAL333,9591 Num;SUPINF_2:mode.1:3Num338,9704 Ser;SUPINF_2:func.15:18Ser347,9858 Set_of_Series;SUPINF_2:mode.2:4Set_of_Series369,10514 SUM;SUPINF_2:func.16:19SUM377,10715 is_sumable;SUPINF_2:pred.1:1is_sumable385,10860 rng;SUPINF_2:func.17:20rng395,11077 Ser;SUPINF_2:func.18:21Ser400,11175 nonnegative;SUPINF_2:attr.6:6nonnegative408,11341 SUM;SUPINF_2:func.19:22SUM416,11468 summable;SUPINF_2:attr.7:7summable453,12717 symsp_1.abs, SymStr;SYMSP_1:struct.1:1SymStr34,1377 _|_;SYMSP_1:pred.0:1_|_49,1769 SymSp-like;SYMSP_1:attr.2:1SymSp-like72,2292 SymSp;SYMSP_1:mode.0:1SymSp92,2900 ProJ;SYMSP_1:func.1:1ProJ150,4294 PProJ;SYMSP_1:func.2:2PProJ222,6368 sysrel.abs, CL;SYSREL:func.1:1CL120,3384 t_0topsp.abs, are_homeomorphic;T_0TOPSP:pred.1:1are_homeomorphic44,1527 open;T_0TOPSP:attr.1:1open54,1727 Indiscernibility;T_0TOPSP:func.1:1Indiscernibility66,1916 Indiscernible;T_0TOPSP:func.2:2Indiscernible80,2216 T_0-reflex;T_0TOPSP:func.3:3T_0-reflex91,2423 T_0-canonical_map;T_0TOPSP:func.4:4T_0-canonical_map107,2697 T_0;T_0TOPSP:attr.0:2T_0147,3982 T_0-TopSpace;T_0TOPSP:mode.0:1T_0-TopSpace164,4277 t_1topsp.abs, Closed_Partitions;T_1TOPSP:func.1:1Closed_Partitions53,1856 T_1-reflex;T_1TOPSP:func.2:2T_1-reflex62,2105 T_1-reflect;T_1TOPSP:func.3:3T_1-reflect87,2528 T_1-reflex;T_1TOPSP:func.4:4T_1-reflex119,3728 tarski.abs, {;TARSKI:func.1:1{27,815 {;TARSKI:func.2:2{30,895 c=;TARSKI:pred.1:1c=37,1024 union;TARSKI:func.3:3union44,1127 [;TARSKI:func.4:4[58,1514 are_equipotent;TARSKI:pred.2:2are_equipotent64,1601 taxonom1.abs, Classification;TAXONOM1:mode.1:1Classification91,3172 Strong_Classification;TAXONOM1:mode.2:2Strong_Classification111,3662 low_toler;TAXONOM1:func.1:1low_toler125,4091 nonnegative;TAXONOM1:attr.1:1nonnegative147,4737 fam_class;TAXONOM1:func.2:2fam_class204,6965 are_in_tolerance_wrt;TAXONOM1:pred.1:1are_in_tolerance_wrt233,8044 dist_toler;TAXONOM1:func.3:3dist_toler241,8189 fam_class_metr;TAXONOM1:func.4:4fam_class_metr258,8773 taxonom2.abs, with_superior;TAXONOM2:attr.1:1with_superior37,1361 with_comparable_down;TAXONOM2:attr.2:2with_comparable_down44,1502 Tree;TAXONOM2:mode.0:1Tree61,1963 hierarchic;TAXONOM2:attr.3:3hierarchic81,2434 Hierarchy;TAXONOM2:mode.1:2Hierarchy103,2793 mutually-disjoint;TAXONOM2:attr.4:4mutually-disjoint111,2910 T_3;TAXONOM2:attr.5:5T_3134,3319 lower-bounded;TAXONOM2:attr.6:6lower-bounded152,3692 with_max's;TAXONOM2:attr.7:7with_max's167,4127 taylor_1.abs, #Z;TAYLOR_1:func.1:1#Z47,2066 log_;TAYLOR_1:func.2:2log_121,3968 ln;TAYLOR_1:func.3:3ln130,4153 #R;TAYLOR_1:func.4:4#R152,4911 diff;TAYLOR_1:func.5:5diff173,5462 is_differentiable_on;TAYLOR_1:pred.1:1is_differentiable_on183,5692 Taylor;TAYLOR_1:func.6:6Taylor198,6114 taylor_2.abs, Maclaurin;TAYLOR_2:func.1:1Maclaurin42,1832 tbsp_1.abs, totally_bounded;TBSP_1:attr.1:1totally_bounded64,2447 convergent;TBSP_1:attr.2:2convergent80,2783 lim;TBSP_1:func.1:1lim91,2975 Cauchy;TBSP_1:attr.3:3Cauchy98,3116 complete;TBSP_1:attr.4:4complete106,3256 .;TBSP_1:func.2:2.113,3401 bounded;TBSP_1:attr.5:5bounded143,4204 bounded;TBSP_1:attr.6:6bounded148,4332 diameter;TBSP_1:func.3:3diameter232,6265 tdgroup.abs, Two_Divisible;TDGROUP:attr.1:1Two_Divisible38,1471 Two_Divisible_Group;TDGROUP:mode.0:1Two_Divisible_Group54,1820 Uniquely_Two_Divisible_Group;TDGROUP:mode.0:2Uniquely_Two_Divisible_Group59,1965 #;TDGROUP:func.0:1#76,2611 CONGRD;TDGROUP:func.1:2CONGRD82,2689 AV;TDGROUP:func.2:3AV91,2923 ==>;TDGROUP:pred.1:1==>109,3274 AffVect-like;TDGROUP:attr.2:2AffVect-like161,4723 AffVect;TDGROUP:mode.0:3AffVect179,5396 tdlat_1.abs, Domains_of;TDLAT_1:func.1:1Domains_of147,4363 Domains_Union;TDLAT_1:func.2:2Domains_Union160,4595 D-Union;TDLAT_1:func.2:3D-Union169,4791 Domains_Meet;TDLAT_1:func.3:4Domains_Meet174,4870 D-Meet;TDLAT_1:func.3:5D-Meet183,5065 Domains_Lattice;TDLAT_1:func.4:6Domains_Lattice192,5256 Closed_Domains_of;TDLAT_1:func.5:7Closed_Domains_of204,5465 Closed_Domains_Union;TDLAT_1:func.6:8Closed_Domains_Union220,5807 CLD-Union;TDLAT_1:func.6:9CLD-Union228,6001 Closed_Domains_Meet;TDLAT_1:func.7:10Closed_Domains_Meet237,6209 CLD-Meet;TDLAT_1:func.7:11CLD-Meet246,6413 Closed_Domains_Lattice;TDLAT_1:func.8:12Closed_Domains_Lattice259,6742 Open_Domains_of;TDLAT_1:func.9:13Open_Domains_of271,6976 Open_Domains_Union;TDLAT_1:func.10:14Open_Domains_Union287,7307 OPD-Union;TDLAT_1:func.10:15OPD-Union295,7506 Open_Domains_Meet;TDLAT_1:func.11:16Open_Domains_Meet304,7710 OPD-Meet;TDLAT_1:func.11:17OPD-Meet312,7898 Open_Domains_Lattice;TDLAT_1:func.12:18Open_Domains_Lattice325,8220 tdlat_2.abs, Cl;TDLAT_2:func.0:1Cl70,2480 Int;TDLAT_2:func.1:2Int110,3603 domains-family;TDLAT_2:attr.1:1domains-family298,8504 closed-domains-family;TDLAT_2:attr.2:2closed-domains-family339,9948 open-domains-family;TDLAT_2:attr.3:3open-domains-family380,11333 tdlat_3.abs, discrete;TDLAT_3:attr.1:1discrete78,2285 anti-discrete;TDLAT_3:attr.2:2anti-discrete82,2378 almost_discrete;TDLAT_3:attr.3:3almost_discrete120,3537 extremally_disconnected;TDLAT_3:attr.4:4extremally_disconnected240,6551 hereditarily_extremally_disconnected;TDLAT_3:attr.5:5hereditarily_extremally_disconnected296,8292 termord.abs, zero;TERMORD:attr.1:1zero50,2063 <=;TERMORD:pred.1:1<=103,3676 <;TERMORD:pred.2:2<111,3808 min;TERMORD:func.1:1min119,3948 max;TERMORD:func.2:2max123,4038 HT;TERMORD:func.3:3HT182,5988 HC;TERMORD:func.4:4HC193,6309 HM;TERMORD:func.5:5HM201,6524 Red;TERMORD:func.6:6Red310,10994 tex_1.abs, trivial;TEX_1:attr.0:1trivial70,2382 cobool;TEX_1:func.1:1cobool109,3259 ADTS;TEX_1:func.2:2ADTS121,3430 STS;TEX_1:func.3:3STS201,5713 discrete;TEX_1:attr.0:2discrete279,8161 almost_discrete;TEX_1:attr.0:3almost_discrete296,8552 tex_2.abs, proper;TEX_2:attr.1:1proper123,3657 Sspace;TEX_2:func.1:1Sspace203,6182 discrete;TEX_2:attr.2:2discrete323,9258 discrete;TEX_2:attr.2:3discrete333,9455 maximal_discrete;TEX_2:attr.3:4maximal_discrete427,12626 maximal_discrete;TEX_2:attr.4:5maximal_discrete461,13648 tex_3.abs, dense;TEX_3:attr.1:1dense73,2389 everywhere_dense;TEX_3:attr.2:2everywhere_dense124,3962 boundary;TEX_3:attr.3:3boundary224,7120 nowhere_dense;TEX_3:attr.4:4nowhere_dense267,8468 tex_4.abs, anti-discrete;TEX_4:attr.1:1anti-discrete88,2512 anti-discrete;TEX_4:attr.1:2anti-discrete98,2735 anti-discrete;TEX_4:attr.1:3anti-discrete108,2956 anti-discrete;TEX_4:attr.1:4anti-discrete117,3143 anti-discrete-set-family;TEX_4:attr.2:5anti-discrete-set-family143,3848 MaxADSF;TEX_4:func.1:1MaxADSF159,4287 maximal_anti-discrete;TEX_4:attr.3:6maximal_anti-discrete191,4891 MaxADSet;TEX_4:func.2:2MaxADSet218,5719 maximal_anti-discrete;TEX_4:attr.3:7maximal_anti-discrete265,6961 maximal_anti-discrete;TEX_4:attr.3:8maximal_anti-discrete278,7299 MaxADSet;TEX_4:func.3:3MaxADSet285,7489 anti-discrete;TEX_4:attr.1:9anti-discrete372,9893 anti-discrete;TEX_4:attr.1:10anti-discrete381,10077 anti-discrete;TEX_4:attr.1:11anti-discrete389,10262 MaxADSet;TEX_4:func.4:4MaxADSet431,11374 maximal_anti-discrete;TEX_4:attr.4:12maximal_anti-discrete532,14311 MaxADSspace;TEX_4:func.5:5MaxADSspace571,15577 Sspace;TEX_4:func.0:6Sspace618,16927 MaxADSspace;TEX_4:func.6:7MaxADSspace646,17592 tietze.abs, is_absolutely_bounded_by;TIETZE:pred.1:1is_absolutely_bounded_by55,2359 tmap_1.abs, union;TMAP_1:func.1:1union43,1654 is_continuous_at;TMAP_1:pred.1:1is_continuous_at252,9502 is_not_continuous_at;TMAP_1:pred.1:2is_not_continuous_at261,9724 |;TMAP_1:func.2:2|326,12140 |;TMAP_1:func.2:3|335,12318 |;TMAP_1:func.3:4|413,14834 incl;TMAP_1:func.4:5incl526,18475 incl;TMAP_1:func.4:6incl533,18613 -extension_of_the_topology_of;TMAP_1:func.5:7-extension_of_the_topology_of560,19353 modified_with_respect_to;TMAP_1:func.6:8modified_with_respect_to589,20339 modid;TMAP_1:func.7:9modid615,21099 modified_with_respect_to;TMAP_1:func.8:10modified_with_respect_to648,22182 modid;TMAP_1:func.9:11modid678,23120 union;TMAP_1:func.10:12union809,28527 toler_1.abs, Total;TOLER_1:func.0:1Total39,1289 |_2;TOLER_1:func.1:2|_244,1368 |_2;TOLER_1:func.2:3|_284,2242 TolSet;TOLER_1:mode.1:1TolSet96,2436 TolClass-like;TOLER_1:attr.1:1TolClass-like109,2660 TolClass;TOLER_1:mode.0:2TolClass124,2926 neighbourhood;TOLER_1:func.0:4neighbourhood187,4531 TolSets;TOLER_1:func.3:5TolSets207,5018 TolClasses;TOLER_1:func.4:6TolClasses211,5110 topalg_1.abs, Loop;TOPALG_1:mode.0:1Loop246,9608 Paths;TOPALG_1:func.1:1Paths251,9711 Loops;TOPALG_1:func.2:2Loops264,9987 EqRel;TOPALG_1:func.3:3EqRel277,10239 EqRel;TOPALG_1:func.4:4EqRel293,10739 FundamentalGroup;TOPALG_1:func.5:5FundamentalGroup305,11016 pi_1;TOPALG_1:func.5:6pi_1316,11354 pi_1-iso;TOPALG_1:func.6:7pi_1-iso339,11885 RealHomotopy;TOPALG_1:func.7:8RealHomotopy402,13517 topalg_2.abs, convex;TOPALG_2:attr.1:1convex48,2108 ConvexHomotopy;TOPALG_2:func.1:1ConvexHomotopy72,2779 interval;TOPALG_2:attr.2:2interval129,4371 R^1;TOPALG_2:func.2:2R^1140,4530 R1Homotopy;TOPALG_2:func.3:3R1Homotopy162,5116 topalg_3.abs, *;TOPALG_3:func.1:1*188,7173 *;TOPALG_3:func.2:2*198,7495 FundGrIso;TOPALG_3:func.3:3FundGrIso222,8479 topalg_4.abs, Gr2Iso;TOPALG_4:func.1:1Gr2Iso43,1946 <:;TOPALG_4:func.2:2<:98,3725 pr1;TOPALG_4:func.3:3pr1104,3842 pr2;TOPALG_4:func.4:4pr2105,3884 <:;TOPALG_4:func.5:5<:140,4999 <:;TOPALG_4:func.6:6<:146,5174 pr1;TOPALG_4:func.7:7pr1157,5477 pr2;TOPALG_4:func.8:8pr2158,5517 pr1;TOPALG_4:func.9:9pr1164,5664 pr2;TOPALG_4:func.10:10pr2165,5700 FGPrIso;TOPALG_4:func.11:11FGPrIso219,7876 topalg_5.abs, ExtendInt;TOPALG_5:func.1:1ExtendInt154,6191 ExtendInt;TOPALG_5:func.2:2ExtendInt167,6431 Prj1;TOPALG_5:func.3:3Prj1173,6587 Prj2;TOPALG_5:func.4:4Prj2182,6796 cLoop;TOPALG_5:func.5:5cLoop212,7657 cLoop;TOPALG_5:func.6:6cLoop223,7914 Ciso;TOPALG_5:func.7:7Ciso262,9720 topalg_6.abs, having_trivial_Fundamental_Group;TOPALG_6:attr.1:1having_trivial_Fundamental_Group124,4836 simply_connected;TOPALG_6:attr.2:2simply_connected131,4984 nullhomotopic;TOPALG_6:attr.3:3nullhomotopic187,6573 parametrized-curve;TOPALG_6:attr.4:4parametrized-curve243,7891 Curves;TOPALG_6:func.1:1Curves260,8262 Curve;TOPALG_6:mode.0:1Curve273,8520 with_first_point;TOPALG_6:attr.5:5with_first_point301,9078 with_last_point;TOPALG_6:attr.6:6with_last_point304,9152 with_endpoints;TOPALG_6:attr.7:7with_endpoints311,9254 the_first_point_of;TOPALG_6:func.2:2the_first_point_of352,10091 the_last_point_of;TOPALG_6:func.3:3the_last_point_of360,10240 are_homotopic;TOPALG_6:pred.1:1are_homotopic412,11789 are_homotopic;TOPALG_6:pred.2:2are_homotopic424,12110 +;TOPALG_6:func.4:4+456,13125 Partial_Sums;TOPALG_6:func.5:5Partial_Sums489,14227 Sum;TOPALG_6:func.6:6Sum498,14483 topdim_1.abs, Seq_of_ind;TOPDIM_1:func.1:1Seq_of_ind59,2356 with_finite_small_inductive_dimension;TOPDIM_1:attr.1:1with_finite_small_inductive_dimension78,2767 finite-ind;TOPDIM_1:attr.1:2finite-ind86,2902 with_finite_small_inductive_dimension;TOPDIM_1:attr.2:3with_finite_small_inductive_dimension91,3004 finite-ind;TOPDIM_1:attr.2:4finite-ind99,3138 with_finite_small_inductive_dimension;TOPDIM_1:attr.3:5with_finite_small_inductive_dimension119,3596 finite-ind;TOPDIM_1:attr.3:6finite-ind127,3744 ind;TOPDIM_1:func.2:2ind152,4197 ind;TOPDIM_1:func.3:3ind185,4914 ind;TOPDIM_1:func.4:4ind214,5637 topdim_2.abs, finite-order;TOPDIM_2:attr.1:1finite-order51,2454 order;TOPDIM_2:func.1:1order64,2732 topgen_1.abs, Fr;TOPGEN_1:func.1:1Fr71,2054 is_an_accumulation_point_of;TOPGEN_1:pred.1:1is_an_accumulation_point_of128,3999 Der;TOPGEN_1:func.2:2Der142,4306 is_isolated_in;TOPGEN_1:pred.2:2is_isolated_in174,5404 isolated;TOPGEN_1:attr.1:1isolated196,6102 Der;TOPGEN_1:func.3:3Der210,6392 dense-in-itself;TOPGEN_1:attr.2:2dense-in-itself274,8085 dense-in-itself;TOPGEN_1:attr.3:3dense-in-itself282,8200 dense-in-itself;TOPGEN_1:attr.4:4dense-in-itself292,8433 perfect;TOPGEN_1:attr.5:5perfect333,9336 scattered;TOPGEN_1:attr.6:6scattered368,10057 density;TOPGEN_1:func.4:4density415,11220 separable;TOPGEN_1:attr.7:7separable427,11460 topgen_2.abs, Chi;TOPGEN_2:func.1:1Chi52,2258 Chi;TOPGEN_2:func.2:2Chi67,2644 Neighborhood_System;TOPGEN_2:mode.1:1Neighborhood_System95,3405 Union;TOPGEN_2:func.3:3Union106,3679 .;TOPGEN_2:func.4:4.108,3741 finite-weight;TOPGEN_2:attr.1:1finite-weight160,5630 infinite-weight;TOPGEN_2:attr.1:2infinite-weight168,5740 DiscrWithInfin;TOPGEN_2:func.5:5DiscrWithInfin220,7559 topgen_3.abs, point-filtered;TOPGEN_3:attr.1:1point-filtered47,2307 rng;TOPGEN_3:func.1:1rng111,4815 Sorgenfrey-line;TOPGEN_3:func.2:2Sorgenfrey-line167,7067 is_local_minimum_of;TOPGEN_3:pred.1:1is_local_minimum_of208,8232 continuum;TOPGEN_3:func.3:3continuum224,8568 -powers;TOPGEN_3:func.4:4-powers235,8833 ClFinTop;TOPGEN_3:func.5:5ClFinTop295,10456 -PointClTop;TOPGEN_3:func.6:6-PointClTop323,11143 -DiscreteTop;TOPGEN_3:func.7:7-DiscreteTop360,12213 topgen_4.abs, TotFam;TOPGEN_4:func.1:1TotFam39,1808 all-open-containing;TOPGEN_4:attr.1:1all-open-containing127,3936 all-closed-containing;TOPGEN_4:attr.2:2all-closed-containing135,4075 closed_for_countable_unions;TOPGEN_4:attr.3:3closed_for_countable_unions143,4247 closed_for_countable_meets;TOPGEN_4:attr.4:4closed_for_countable_meets169,4923 INTERSECTION;TOPGEN_4:func.2:2INTERSECTION235,6689 UNION;TOPGEN_4:func.3:3UNION236,6747 F_sigma;TOPGEN_4:attr.5:5F_sigma290,8253 G_delta;TOPGEN_4:attr.6:6G_delta298,8419 T_1/2;TOPGEN_4:attr.7:7T_1/2351,9527 is_a_condensation_point_of;TOPGEN_4:pred.1:1is_a_condensation_point_of374,9978 ^0;TOPGEN_4:func.4:4^0388,10270 SigmaField;TOPGEN_4:mode.0:1SigmaField456,11864 BorelSets;TOPGEN_4:func.5:5BorelSets508,13289 Borel;TOPGEN_4:attr.8:8Borel528,13794 topgen_5.abs, y=0-line;TOPGEN_5:func.1:1y=0-line129,5345 y>=0-plane;TOPGEN_5:func.2:2y>=0-plane132,5442 Niemytzki-plane;TOPGEN_5:func.3:3Niemytzki-plane185,6907 Tychonoff;TOPGEN_5:attr.1:1Tychonoff282,9917 +;TOPGEN_5:func.4:4+356,12653 +;TOPGEN_5:func.5:5+454,16440 topgrp_1.abs, *;TOPGRP_1:func.1:1*111,2909 *;TOPGRP_1:func.2:2*115,3011 Homeomorphism;TOPGRP_1:mode.1:1Homeomorphism233,6198 Homeomorphism;TOPGRP_1:mode.2:2Homeomorphism241,6340 Homeomorphism;TOPGRP_1:mode.3:3Homeomorphism249,6480 id;TOPGRP_1:func.3:3id254,6579 id;TOPGRP_1:func.4:4id259,6664 HomeoGroup;TOPGRP_1:func.5:5HomeoGroup275,7030 homogeneous;TOPGRP_1:attr.1:1homogeneous306,7745 TopGrStr;TOPGRP_1:struct.1:1TopGrStr328,8346 UnContinuous;TOPGRP_1:attr.3:2UnContinuous367,9222 BinContinuous;TOPGRP_1:attr.4:3BinContinuous375,9354 TopGroup;TOPGRP_1:mode.0:4TopGroup388,9646 TopologicalGroup;TOPGRP_1:mode.0:5TopologicalGroup392,9739 *;TOPGRP_1:func.6:6*440,11491 *;TOPGRP_1:func.7:7*441,11533 inverse_op;TOPGRP_1:func.8:8inverse_op449,11728 topmetr.abs, SubSpace;TOPMETR:mode.1:1SubSpace84,3103 |;TOPMETR:func.1:1|114,3860 Closed-Interval-MSpace;TOPMETR:func.2:2Closed-Interval-MSpace129,4112 being_ball-family;TOPMETR:attr.1:1being_ball-family144,4503 compact;TOPMETR:attr.2:2compact176,5418 R^1;TOPMETR:func.3:3R^1189,5681 Closed-Interval-TSpace;TOPMETR:func.4:4Closed-Interval-TSpace203,5904 I[01];TOPMETR:func.5:5I[01]219,6347 real-membered;TOPMETR:attr.3:3real-membered247,7170 topreal1.abs, is_an_arc_of;TOPREAL1:pred.1:1is_an_arc_of60,2359 R^2-unit_square;TOPREAL1:func.1:1R^2-unit_square78,2844 LSeg;TOPREAL1:func.2:2LSeg173,5717 L~;TOPREAL1:func.3:3L~187,6051 special;TOPREAL1:attr.1:1special202,6451 unfolded;TOPREAL1:attr.2:2unfolded206,6595 s.n.c.;TOPREAL1:attr.3:3s.n.c.211,6728 being_S-Seq;TOPREAL1:attr.4:4being_S-Seq221,6906 being_S-P_arc;TOPREAL1:attr.5:5being_S-P_arc237,7383 north_halfline;TOPREAL1:func.4:4north_halfline277,8514 east_halfline;TOPREAL1:func.5:5east_halfline281,8664 south_halfline;TOPREAL1:func.6:6south_halfline285,8813 west_halfline;TOPREAL1:func.7:7west_halfline289,8963 topreal2.abs, being_simple_closed_curve;TOPREAL2:attr.1:1being_simple_closed_curve52,2158 Simple_closed_curve;TOPREAL2:mode.0:1Simple_closed_curve68,2506 topreal4.abs, is_S-P_arc_joining;TOPREAL4:pred.1:1is_S-P_arc_joining44,1812 being_special_polygon;TOPREAL4:attr.1:1being_special_polygon52,1956 being_Region;TOPREAL4:attr.2:2being_Region61,2219 topreal6.abs, dist;TOPREAL6:func.1:1dist435,13052 topreal7.abs, max-Prod2;TOPREAL7:func.1:1max-Prod2101,3440 [;TOPREAL7:func.2:2[118,3961 `1;TOPREAL7:func.3:3`1123,4096 `2;TOPREAL7:func.4:4`2124,4133 topreal9.abs, Ball;TOPREAL9:func.1:1Ball66,2591 cl_Ball;TOPREAL9:func.2:2cl_Ball70,2712 Sphere;TOPREAL9:func.3:3Sphere74,2837 homogeneous;TOPREAL9:attr.1:1homogeneous186,5255 halfline;TOPREAL9:func.4:4halfline220,5962 topreala.abs, Trectangle;TOPREALA:func.1:1Trectangle230,7878 R2Homeomorphism;TOPREALA:func.2:2R2Homeomorphism246,8256 toprealb.abs, IntIntervals;TOPREALB:func.1:1IntIntervals78,3169 IntIntervals;TOPREALB:func.2:2IntIntervals98,3627 IntIntervals;TOPREALB:func.3:3IntIntervals103,3730 R^1;TOPREALB:func.4:4R^1110,3881 R^1;TOPREALB:func.5:5R^1117,3985 R^1;TOPREALB:func.6:6R^1149,4512 being_simple_closed_curve;TOPREALB:attr.1:1being_simple_closed_curve192,5412 Tcircle;TOPREALB:func.7:7Tcircle210,5852 Tunit_circle;TOPREALB:func.8:8Tunit_circle249,6767 c[10];TOPREALB:func.9:9c[10]309,8535 c[-10];TOPREALB:func.10:10c[-10]312,8612 Topen_unit_circle;TOPREALB:func.11:11Topen_unit_circle319,8745 CircleMap;TOPREALB:func.12:12CircleMap380,10502 CircleMap;TOPREALB:func.13:13CircleMap440,11883 Circle2IntervalR;TOPREALB:func.14:14Circle2IntervalR455,12244 Circle2IntervalL;TOPREALB:func.15:15Circle2IntervalL465,12552 toprealc.abs, (/);TOPREALC:func.1:1(/)159,4792 complex-functions-membered;TOPREALC:attr.1:1complex-functions-membered167,4978 real-functions-membered;TOPREALC:attr.2:2real-functions-membered171,5092 (-);TOPREALC:func.2:2(-)224,6202 (-);TOPREALC:func.3:3(-)257,6899 .;TOPREALC:func.4:4.268,7092 .;TOPREALC:func.5:5.274,7241 .;TOPREALC:func.6:6.280,7396 +;TOPREALC:func.7:7+285,7467 -;TOPREALC:func.8:8-290,7545 (#);TOPREALC:func.9:9(#)295,7623 (/);TOPREALC:func.10:10(/)300,7703 (#);TOPREALC:func.11:11(#)305,7812 sqr;TOPREALC:func.12:12sqr311,7935 /";TOPREALC:func.13:13/"316,8042 +*;TOPREALC:func.14:14+*321,8126 incl;TOPREALC:func.15:15incl426,11184 TIMES;TOPREALC:func.16:16TIMES458,12099 PROJ;TOPREALC:func.17:17PROJ472,12462 (-);TOPREALC:func.18:18(-)591,15871 toprns_1.abs, Real_Sequence;TOPRNS_1:mode.0:1Real_Sequence35,1466 non-zero;TOPRNS_1:attr.1:1non-zero51,1908 +;TOPRNS_1:func.1:1+65,2220 *;TOPRNS_1:func.2:2*73,2369 -;TOPRNS_1:func.3:3-80,2501 -;TOPRNS_1:func.4:4-87,2635 |.;TOPRNS_1:func.5:5|.95,2777 bounded;TOPRNS_1:attr.2:2bounded200,4809 convergent;TOPRNS_1:attr.3:3convergent212,5032 lim;TOPRNS_1:func.6:6lim222,5208 tops_1.abs, Int;TOPS_1:func.1:1Int125,2921 Fr;TOPS_1:func.2:2Fr202,4296 dense;TOPS_1:attr.1:1dense268,5504 boundary;TOPS_1:attr.2:2boundary294,6036 nowhere_dense;TOPS_1:attr.3:3nowhere_dense340,6971 condensed;TOPS_1:attr.4:4condensed419,8418 closed_condensed;TOPS_1:attr.5:5closed_condensed423,8496 open_condensed;TOPS_1:attr.6:6open_condensed427,8564 tops_2.abs, open;TOPS_2:attr.1:1open81,2699 closed;TOPS_2:attr.2:2closed85,2797 |;TOPS_2:func.1:1|165,4616 /";TOPS_2:func.2:2/"254,7130 ";TOPS_2:func.2:3"262,7246 being_homeomorphism;TOPS_2:attr.3:3being_homeomorphism300,8514 tops_3.abs, boundary;TOPS_3:attr.0:1boundary67,1936 dense;TOPS_3:attr.0:2dense105,2757 nowhere_dense;TOPS_3:attr.0:3nowhere_dense136,3381 everywhere_dense;TOPS_3:attr.1:4everywhere_dense173,4296 everywhere_dense;TOPS_3:attr.1:5everywhere_dense181,4425 transgeo.abs, *;TRANSGEO:func.1:1*35,1314 \;TRANSGEO:func.2:2\46,1470 is_FormalIz_of;TRANSGEO:pred.1:1is_FormalIz_of92,2477 is_automorphism_of;TRANSGEO:pred.2:2is_automorphism_of117,3161 is_DIL_of;TRANSGEO:pred.3:3is_DIL_of150,4124 CongrSpace-like;TRANSGEO:attr.1:1CongrSpace-like164,4426 CongrSpace;TRANSGEO:mode.0:1CongrSpace178,4835 positive_dilatation;TRANSGEO:attr.2:2positive_dilatation205,5490 negative_dilatation;TRANSGEO:attr.3:3negative_dilatation218,5782 dilatation;TRANSGEO:attr.4:4dilatation249,6638 translation;TRANSGEO:attr.5:5translation310,8445 dilatation;TRANSGEO:attr.6:6dilatation375,10124 translation;TRANSGEO:attr.7:7translation425,11435 collineation;TRANSGEO:attr.8:8collineation454,12120 translac.abs, Fanoian;TRANSLAC:attr.1:1Fanoian32,1156 treal_1.abs, (#);TREAL_1:func.1:1(#)60,2347 (#);TREAL_1:func.2:2(#)64,2433 L[01];TREAL_1:func.3:3L[01]84,2850 P[01];TREAL_1:func.4:4P[01]112,3719 trees_1.abs, is_a_prefix_of;TREES_1:pred.0:1is_a_prefix_of45,1606 is_a_prefix_of;TREES_1:pred.0:2is_a_prefix_of50,1690 is_a_proper_prefix_of;TREES_1:pred.0:3is_a_proper_prefix_of68,2092 ProperPrefixes;TREES_1:func.1:1ProperPrefixes103,2904 Tree-like;TREES_1:attr.1:1Tree-like143,3873 Tree;TREES_1:mode.0:1Tree159,4163 Element;TREES_1:mode.1:2Element169,4318 elementary_tree;TREES_1:func.2:2elementary_tree220,5100 Leaves;TREES_1:func.3:3Leaves245,5525 |;TREES_1:func.4:4|251,5678 Leaf;TREES_1:mode.2:3Leaf270,5969 Subtree;TREES_1:mode.3:4Subtree277,6069 with-replacement;TREES_1:func.5:5with-replacement288,6239 AntiChain_of_Prefixes-like;TREES_1:attr.2:2AntiChain_of_Prefixes-like328,7146 AntiChain_of_Prefixes;TREES_1:mode.0:5AntiChain_of_Prefixes341,7422 AntiChain_of_Prefixes;TREES_1:mode.4:6AntiChain_of_Prefixes352,7676 height;TREES_1:func.6:6height376,8202 width;TREES_1:func.7:7width380,8330 TrivialInfiniteTree;TREES_1:func.8:8TrivialInfiniteTree447,9873 trees_2.abs, =;TREES_2:pred.0:1=69,2406 finite-order;TREES_2:attr.1:1finite-order88,2888 Chain;TREES_2:mode.1:1Chain99,3076 Level;TREES_2:mode.2:2Level103,3196 succ;TREES_2:func.1:1succ108,3306 -level;TREES_2:func.2:2-level126,3688 Branch-like;TREES_2:attr.2:2Branch-like183,4960 Branch;TREES_2:mode.0:3Branch197,5227 DecoratedTree-like;TREES_2:attr.3:3DecoratedTree-like266,6986 DecoratedTree;TREES_2:mode.0:4DecoratedTree277,7139 DecoratedTree;TREES_2:mode.0:5DecoratedTree294,7402 .;TREES_2:func.3:3.299,7546 Leaves;TREES_2:func.4:4Leaves318,8005 |;TREES_2:func.5:5|322,8080 Leaves;TREES_2:func.6:6Leaves334,8324 with-replacement;TREES_2:func.7:7with-replacement348,8533 branchdeg;TREES_2:func.8:8branchdeg404,10266 trees_3.abs, Trees;TREES_3:func.1:1Trees44,1738 FinTrees;TREES_3:func.2:2FinTrees55,1873 constituted-Trees;TREES_3:attr.1:1constituted-Trees67,2050 constituted-FinTrees;TREES_3:attr.2:2constituted-FinTrees71,2141 constituted-DTrees;TREES_3:attr.3:3constituted-DTrees75,2243 DTree-set;TREES_3:mode.1:1DTree-set212,5670 Funcs;TREES_3:func.3:3Funcs234,6142 Trees;TREES_3:func.4:4Trees244,6350 FinTrees;TREES_3:func.5:5FinTrees256,6577 Tree-yielding;TREES_3:attr.4:4Tree-yielding269,6860 FinTree-yielding;TREES_3:attr.5:5FinTree-yielding273,6942 DTree-yielding;TREES_3:attr.6:6DTree-yielding277,7031 DecoratedTree;TREES_3:mode.0:2DecoratedTree428,10681 DTree-set;TREES_3:mode.0:3DTree-set429,10738 pr1;TREES_3:func.6:6pr1453,11225 pr2;TREES_3:func.7:7pr2454,11282 `1;TREES_3:func.8:8`1459,11415 `2;TREES_3:func.9:9`2462,11490 Element;TREES_3:mode.2:4Element482,11978 Leaf;TREES_3:mode.3:5Leaf487,12065 T-Substitution;TREES_3:mode.4:6T-Substitution492,12156 with-replacement;TREES_3:func.10:10with-replacement501,12386 T-Substitution;TREES_3:mode.0:7T-Substitution511,12562 tree;TREES_3:func.11:11tree553,13814 ^;TREES_3:func.12:12^561,13969 tree;TREES_3:func.13:13tree568,14063 roots;TREES_3:func.14:14roots724,18332 trees_4.abs, Node;TREES_4:mode.0:1Node36,1509 =;TREES_4:pred.0:1=46,1706 root-tree;TREES_4:func.1:1root-tree61,2061 root-tree;TREES_4:func.2:2root-tree68,2212 -flat_tree;TREES_4:func.3:3-flat_tree87,2622 -tree;TREES_4:func.4:4-tree106,3089 -tree;TREES_4:func.5:5-tree116,3336 -tree;TREES_4:func.6:6-tree124,3466 doms;TREES_4:func.7:7doms204,5830 -tree;TREES_4:func.8:8-tree210,5981 FinSequence;TREES_4:mode.1:2FinSequence215,6093 <-;TREES_4:func.9:9<-234,6605 trees_9.abs, Element;TREES_9:mode.1:1Element39,1707 root;TREES_9:attr.0:1root59,2163 root;TREES_9:attr.0:2root64,2247 finite-branching;TREES_9:attr.1:3finite-branching93,2850 finite-order;TREES_9:attr.2:4finite-order105,3072 finite-branching;TREES_9:attr.3:5finite-branching109,3148 succ;TREES_9:func.1:1succ152,4242 succ;TREES_9:func.2:2succ164,4529 Subtrees;TREES_9:func.3:3Subtrees193,5187 Subtrees;TREES_9:func.4:4Subtrees206,5458 Subtrees;TREES_9:func.5:5Subtrees212,5598 FixedSubtrees;TREES_9:func.6:6FixedSubtrees237,6137 -Subtrees;TREES_9:func.7:7-Subtrees260,6635 -ImmediateSubtrees;TREES_9:func.8:8-ImmediateSubtrees278,7054 Subtrees;TREES_9:func.9:9Subtrees288,7389 Subtrees;TREES_9:func.10:10Subtrees302,7710 Subtrees;TREES_9:func.11:11Subtrees308,7855 -Subtrees;TREES_9:func.12:12-Subtrees336,8505 -ImmediateSubtrees;TREES_9:func.13:13-ImmediateSubtrees361,9208 trees_a.abs, tree;TREES_A:func.1:1tree43,1444 {;TREES_A:func.2:2{91,2844 tree;TREES_A:func.3:3tree106,3151 tree;TREES_A:func.4:4tree157,4951 triang_1.abs, symplexes;TRIANG_1:func.1:1symplexes63,2265 SetSequence;TRIANG_1:mode.0:1SetSequence97,3079 lower_non-empty;TRIANG_1:attr.1:1lower_non-empty102,3165 FuncsSeq;TRIANG_1:func.2:2FuncsSeq115,3413 @;TRIANG_1:func.3:3@130,3712 NatEmbSeq;TRIANG_1:func.4:4NatEmbSeq136,3793 triangulation;TRIANG_1:mode.0:2triangulation155,4165 TriangStr;TRIANG_1:struct.1:1TriangStr159,4257 lower_non-empty;TRIANG_1:attr.3:2lower_non-empty165,4428 Symplex;TRIANG_1:mode.0:3Symplex191,4982 Face;TRIANG_1:mode.0:4Face196,5077 face;TRIANG_1:func.5:5face204,5273 Triang;TRIANG_1:func.6:6Triang213,5462 tsep_1.abs, open;TSEP_1:attr.1:1open99,3401 union;TSEP_1:func.1:1union148,4683 misses;TSEP_1:pred.1:1misses179,5469 meets;TSEP_1:pred.1:2meets188,5611 meet;TSEP_1:func.2:2meet197,5765 are_not_separated;TSEP_1:pred.0:3are_not_separated250,7454 are_weakly_separated;TSEP_1:pred.2:4are_weakly_separated312,9409 are_not_weakly_separated;TSEP_1:pred.2:5are_not_weakly_separated321,9571 are_separated;TSEP_1:pred.3:6are_separated431,13785 are_not_separated;TSEP_1:pred.3:7are_not_separated442,14026 are_weakly_separated;TSEP_1:pred.4:8are_weakly_separated517,16557 are_not_weakly_separated;TSEP_1:pred.4:9are_not_weakly_separated528,16808 tsep_2.abs, constitute_a_decomposition;TSEP_2:pred.1:1constitute_a_decomposition37,1290 do_not_constitute_a_decomposition;TSEP_2:pred.1:2do_not_constitute_a_decomposition47,1530 constitute_a_decomposition;TSEP_2:pred.2:3constitute_a_decomposition72,2117 constitute_a_decomposition;TSEP_2:pred.3:4constitute_a_decomposition193,5978 do_not_constitute_a_decomposition;TSEP_2:pred.3:5do_not_constitute_a_decomposition205,6310 constitute_a_decomposition;TSEP_2:pred.4:6constitute_a_decomposition219,6657 tsp_1.abs, SubSpace;TSP_1:mode.0:1SubSpace33,1151 SubSpace;TSP_1:mode.0:2SubSpace48,1591 T_0;TSP_1:attr.0:1T_067,2072 T_0;TSP_1:attr.0:2T_077,2340 T_0;TSP_1:attr.0:3T_0104,3137 T_0;TSP_1:attr.0:4T_0112,3294 T_0;TSP_1:attr.0:5T_0120,3469 Kolmogorov_space;TSP_1:mode.0:3Kolmogorov_space133,3848 non-Kolmogorov_space;TSP_1:mode.0:4non-Kolmogorov_space134,3899 T_0;TSP_1:attr.1:6T_0149,4176 T_0;TSP_1:attr.1:7T_0160,4476 T_0;TSP_1:attr.1:8T_0203,5796 T_0;TSP_1:attr.1:9T_0212,5996 T_0;TSP_1:attr.1:10T_0222,6216 T_0;TSP_1:attr.2:11T_0248,6740 T_0;TSP_1:attr.3:12T_0259,7079 Kolmogorov_subspace;TSP_1:mode.0:5Kolmogorov_subspace294,8158 non-Kolmogorov_subspace;TSP_1:mode.0:6non-Kolmogorov_subspace324,8906 tsp_2.abs, T_0;TSP_2:attr.0:1T_036,1354 T_0;TSP_2:attr.0:2T_046,1575 T_0;TSP_2:attr.0:3T_055,1759 maximal_T_0;TSP_2:attr.1:4maximal_T_064,1975 maximal_T_0;TSP_2:attr.1:5maximal_T_078,2373 maximal_T_0;TSP_2:attr.1:6maximal_T_0115,3395 maximal_T_0;TSP_2:attr.2:7maximal_T_0136,3846 maximal_T_0;TSP_2:attr.2:8maximal_T_0156,4403 maximal_Kolmogorov_subspace;TSP_2:mode.0:1maximal_Kolmogorov_subspace193,5618 Stone-retraction;TSP_2:func.1:1Stone-retraction250,7622 Stone-retraction;TSP_2:func.1:2Stone-retraction271,8223 Stone-retraction;TSP_2:func.1:3Stone-retraction282,8496 Stone-retraction;TSP_2:func.1:4Stone-retraction299,8962 turing_1.abs, +*;TURING_1:func.1:1+*39,1757 .-->;TURING_1:func.2:2.-->44,1883 SegM;TURING_1:func.0:3SegM49,1959 SegM;TURING_1:func.3:4SegM54,2021 Prefix;TURING_1:func.0:5Prefix77,2516 Prefix;TURING_1:func.4:6Prefix82,2616 TuringStr;TURING_1:struct.1:1TuringStr97,3038 State;TURING_1:mode.0:1State105,3294 Tape;TURING_1:mode.0:2Tape106,3344 Symbol;TURING_1:mode.0:3Symbol107,3404 Tape-Chg;TURING_1:func.5:7Tape-Chg112,3540 All-State;TURING_1:mode.0:4All-State119,3659 Tran-Source;TURING_1:mode.0:5Tran-Source121,3754 Tran-Goal;TURING_1:mode.0:6Tran-Goal123,3835 offset;TURING_1:func.6:8offset129,3984 Head;TURING_1:func.7:9Head136,4106 TRAN;TURING_1:func.8:10TRAN143,4226 Following;TURING_1:func.9:11Following150,4402 Computation;TURING_1:func.10:12Computation160,4656 Accept-Halt;TURING_1:attr.2:1Accept-Halt197,5605 Result;TURING_1:func.11:13Result206,5796 id;TURING_1:func.12:14id222,6300 Sum_Tran;TURING_1:func.13:15Sum_Tran228,6432 is_1_between;TURING_1:pred.1:1is_1_between245,7133 storeData;TURING_1:pred.2:2storeData253,7330 SumTuring;TURING_1:func.14:16SumTuring307,9332 computes;TURING_1:pred.3:3computes339,10370 Succ_Tran;TURING_1:func.15:17Succ_Tran359,10888 SuccTuring;TURING_1:func.16:18SuccTuring373,11443 Zero_Tran;TURING_1:func.17:19Zero_Tran393,12009 ZeroTuring;TURING_1:func.18:20ZeroTuring406,12465 U3(n)Tran;TURING_1:func.19:21U3(n)Tran428,13100 U3(n)Turing;TURING_1:func.20:22U3(n)Turing441,13548 UnionSt;TURING_1:func.21:23UnionSt464,14237 FirstTuringTran;TURING_1:func.22:24FirstTuringTran489,15014 SecondTuringTran;TURING_1:func.23:25SecondTuringTran497,15257 `1;TURING_1:func.24:26`1506,15519 `2;TURING_1:func.25:27`2507,15554 FirstTuringState;TURING_1:func.26:28FirstTuringState513,15708 SecondTuringState;TURING_1:func.27:29SecondTuringState516,15783 FirstTuringSymbol;TURING_1:func.28:30FirstTuringSymbol525,15999 SecondTuringSymbol;TURING_1:func.29:31SecondTuringSymbol535,16218 Uniontran;TURING_1:func.30:32Uniontran544,16416 UnionTran;TURING_1:func.31:33UnionTran558,16963 ';';TURING_1:func.32:34';'569,17317 twoscomp.abs, .;TWOSCOMP:func.1:1.41,1779 and2;TWOSCOMP:func.2:2and245,1839 and2a;TWOSCOMP:func.3:3and2a49,1983 and2b;TWOSCOMP:func.4:4and2b53,2134 nand2;TWOSCOMP:func.5:5nand260,2308 nand2a;TWOSCOMP:func.6:6nand2a64,2461 nand2b;TWOSCOMP:func.7:7nand2b68,2622 or2;TWOSCOMP:func.8:8or276,2808 or2a;TWOSCOMP:func.9:9or2a80,2952 or2b;TWOSCOMP:func.10:10or2b84,3103 nor2;TWOSCOMP:func.11:11nor291,3277 nor2a;TWOSCOMP:func.12:12nor2a95,3431 nor2b;TWOSCOMP:func.13:13nor2b99,3592 xor2;TWOSCOMP:func.14:14xor2107,3778 xor2a;TWOSCOMP:func.15:15xor2a111,3925 xor2b;TWOSCOMP:func.16:16xor2b115,4080 and3;TWOSCOMP:func.17:17and3172,6187 and3a;TWOSCOMP:func.18:18and3a176,6343 and3b;TWOSCOMP:func.19:19and3b180,6506 and3c;TWOSCOMP:func.20:20and3c185,6677 nand3;TWOSCOMP:func.21:21nand3194,6871 nand3a;TWOSCOMP:func.22:22nand3a199,7038 nand3b;TWOSCOMP:func.23:23nand3b204,7210 nand3c;TWOSCOMP:func.24:24nand3c210,7392 or3;TWOSCOMP:func.25:25or3219,7597 or3a;TWOSCOMP:func.26:26or3a223,7754 or3b;TWOSCOMP:func.27:27or3b228,7920 or3c;TWOSCOMP:func.28:28or3c233,8092 nor3;TWOSCOMP:func.29:29nor3242,8289 nor3a;TWOSCOMP:func.30:30nor3a247,8457 nor3b;TWOSCOMP:func.31:31nor3b253,8633 nor3c;TWOSCOMP:func.32:32nor3c259,8816 xor3;TWOSCOMP:func.33:33xor3268,9022 CompStr;TWOSCOMP:func.34:34CompStr359,12676 CompCirc;TWOSCOMP:func.35:35CompCirc367,12871 CompOutput;TWOSCOMP:func.36:36CompOutput375,13035 IncrementStr;TWOSCOMP:func.37:37IncrementStr385,13198 IncrementCirc;TWOSCOMP:func.38:38IncrementCirc393,13398 IncrementOutput;TWOSCOMP:func.39:39IncrementOutput401,13573 BitCompStr;TWOSCOMP:func.40:40BitCompStr411,13753 BitCompCirc;TWOSCOMP:func.41:41BitCompCirc419,13957 unialg_1.abs, UAStr;UNIALG_1:struct.1:1UAStr37,1369 partial;UNIALG_1:attr.2:1partial53,1671 quasi_total;UNIALG_1:attr.3:2quasi_total57,1753 non-empty;UNIALG_1:attr.4:3non-empty61,1839 Universal_Algebra;UNIALG_1:mode.0:1Universal_Algebra87,2335 signature;UNIALG_1:func.1:1signature99,2628 unialg_2.abs, PFuncsDomHQN;UNIALG_2:mode.0:1PFuncsDomHQN39,1506 PartFunc;UNIALG_2:mode.0:2PartFunc44,1608 are_similar;UNIALG_2:pred.1:1are_similar50,1716 Operations;UNIALG_2:func.1:1Operations70,2167 operation;UNIALG_2:mode.0:3operation77,2289 is_closed_on;UNIALG_2:pred.2:2is_closed_on86,2525 opers_closed;UNIALG_2:attr.1:1opers_closed94,2707 /.;UNIALG_2:func.2:2/.104,2867 Opers;UNIALG_2:func.3:3Opers112,3016 SubAlgebra;UNIALG_2:mode.1:4SubAlgebra130,3521 UniAlgSetClosed;UNIALG_2:func.4:4UniAlgSetClosed182,5013 /\;UNIALG_2:func.5:5/\194,5239 Constants;UNIALG_2:func.6:6Constants204,5517 with_const_op;UNIALG_2:attr.2:2with_const_op212,5714 GenUnivAlg;UNIALG_2:func.7:7GenUnivAlg243,6498 "\/";UNIALG_2:func.8:8"\/"261,7038 Sub;UNIALG_2:func.9:9Sub288,7862 UniAlg_join;UNIALG_2:func.10:10UniAlg_join301,8096 UniAlg_meet;UNIALG_2:func.11:11UniAlg_meet311,8339 UnSubAlLattice;UNIALG_2:func.12:12UnSubAlLattice335,8926 unialg_3.abs, SubAlgebra-Family;UNIALG_3:mode.1:1SubAlgebra-Family38,1469 Sub;UNIALG_3:func.1:1Sub51,1690 Element;UNIALG_3:mode.2:2Element53,1800 carr;UNIALG_3:func.2:2carr59,1910 Carr;UNIALG_3:func.3:3Carr67,2059 Carr;UNIALG_3:func.3:4Carr106,3161 meet;UNIALG_3:func.4:5meet145,4456 FuncLatt;UNIALG_3:func.5:6FuncLatt200,6321 uniform1.abs, uniformly_continuous;UNIFORM1:attr.1:1uniformly_continuous46,2073 decreasing;UNIFORM1:attr.2:2decreasing120,4902 uniroots.abs, MultGroup;UNIROOTS:func.1:1MultGroup125,5263 -roots_of_1;UNIROOTS:func.2:2-roots_of_1162,6255 -th_roots_of_1;UNIROOTS:func.3:3-th_roots_of_1242,9001 unital_poly;UNIROOTS:func.4:4unital_poly257,9412 cyclotomic_poly;UNIROOTS:func.5:5cyclotomic_poly316,11298 uproots.abs, canFS;UPROOTS:func.1:1canFS74,3273 -bag;UPROOTS:func.2:2-bag102,3879 Rbag;UPROOTS:mode.0:1Rbag129,4731 Sum;UPROOTS:func.3:3Sum134,4847 degree;UPROOTS:func.3:4degree142,5018 degree;UPROOTS:func.4:5degree147,5096 non-zero;UPROOTS:attr.1:1non-zero181,6203 poly_shift;UPROOTS:func.5:6poly_shift345,11981 poly_quotient;UPROOTS:func.6:7poly_quotient377,12991 multiplicity;UPROOTS:func.7:8multiplicity419,14377 BRoots;UPROOTS:func.8:9BRoots438,14965 fpoly_mult_root;UPROOTS:func.9:10fpoly_mult_root473,16073 poly_with_roots;UPROOTS:func.10:11poly_with_roots483,16393 urysohn1.abs, dyadic;URYSOHN1:func.1:1dyadic36,1507 DYADIC;URYSOHN1:func.2:2DYADIC44,1678 DOM;URYSOHN1:func.3:3DOM52,1836 .;URYSOHN1:func.4:4.62,2089 dyad;URYSOHN1:func.5:5dyad82,2437 axis;URYSOHN1:func.6:6axis121,3404 Nbhd;URYSOHN1:mode.0:1Nbhd167,4765 Nbhd;URYSOHN1:mode.0:2Nbhd173,4883 T_1;URYSOHN1:attr.0:1T_1189,5387 Between;URYSOHN1:mode.1:3Between232,6723 urysohn3.abs, Drizzle;URYSOHN3:mode.1:1Drizzle50,2287 .;URYSOHN3:func.1:1.73,3122 Rain;URYSOHN3:mode.2:2Rain87,3631 inf_number_dyadic;URYSOHN3:func.2:2inf_number_dyadic99,3924 Tempest;URYSOHN3:func.3:3Tempest144,5643 .;URYSOHN3:func.4:4.158,6098 Rainbow;URYSOHN3:func.5:5Rainbow175,6771 Thunder;URYSOHN3:func.6:6Thunder191,7199 valuat_1.abs, Valuations_in;VALUAT_1:func.1:1Valuations_in40,1524 Valuations_in;VALUAT_1:func.2:2Valuations_in56,1866 FOR_ALL;VALUAT_1:func.3:3FOR_ALL67,2196 *';VALUAT_1:func.0:4*'91,2844 *';VALUAT_1:func.4:5*'97,2916 'in';VALUAT_1:func.5:6'in'108,3147 .;VALUAT_1:func.6:7.120,3497 interpretation;VALUAT_1:mode.1:1interpretation125,3598 .;VALUAT_1:func.7:8.141,4098 Valid;VALUAT_1:func.8:9Valid146,4184 |=;VALUAT_1:pred.1:1|=196,5589 |=;VALUAT_1:pred.2:2|=236,6499 valued_0.abs, complex-valued;VALUED_0:attr.1:1complex-valued36,1510 ext-real-valued;VALUED_0:attr.2:2ext-real-valued40,1582 real-valued;VALUED_0:attr.3:3real-valued44,1655 natural-valued;VALUED_0:attr.4:4natural-valued49,1735 complex-valued;VALUED_0:attr.1:5complex-valued434,8841 ext-real-valued;VALUED_0:attr.2:6ext-real-valued438,8946 real-valued;VALUED_0:attr.3:7real-valued442,9053 natural-valued;VALUED_0:attr.4:8natural-valued447,9166 non-zero;VALUED_0:attr.0:9non-zero683,13137 increasing;VALUED_0:attr.5:10increasing720,14275 decreasing;VALUED_0:attr.6:11decreasing724,14394 non-decreasing;VALUED_0:attr.7:12non-decreasing728,14513 non-increasing;VALUED_0:attr.8:13non-increasing732,14638 subsequence;VALUED_0:mode.1:1subsequence794,16017 subsequence;VALUED_0:mode.2:2subsequence807,16332 ^\;VALUED_0:func.1:1^\812,16456 *;VALUED_0:func.2:2*847,17227 constant;VALUED_0:attr.9:14constant879,17939 zeroed;VALUED_0:attr.10:15zeroed915,18786 constant;VALUED_0:attr.0:16constant931,19156 valued_1.abs, +;VALUED_1:func.1:1+48,1900 +;VALUED_1:func.2:2+86,2636 +;VALUED_1:func.3:3+94,2811 +;VALUED_1:func.4:4+102,2987 +;VALUED_1:func.5:5+110,3161 +;VALUED_1:func.6:6+118,3335 +;VALUED_1:func.7:7+175,4724 +;VALUED_1:func.7:8+184,4920 +;VALUED_1:func.8:9+217,5578 +;VALUED_1:func.9:10+225,5739 +;VALUED_1:func.10:11+233,5905 +;VALUED_1:func.11:12+241,6068 +;VALUED_1:func.12:13+249,6220 -;VALUED_1:func.13:14-307,7550 -;VALUED_1:func.14:15-341,8311 -;VALUED_1:func.15:16-349,8472 -;VALUED_1:func.16:17-357,8638 -;VALUED_1:func.17:18-365,8801 (#);VALUED_1:func.18:19(#)414,9946 (#);VALUED_1:func.19:20(#)456,10811 (#);VALUED_1:func.20:21(#)464,10988 (#);VALUED_1:func.21:22(#)472,11166 (#);VALUED_1:func.22:23(#)480,11342 (#);VALUED_1:func.23:24(#)488,11518 (#);VALUED_1:func.24:25(#)540,12721 (#);VALUED_1:func.24:26(#)549,12919 (#);VALUED_1:func.25:27(#)586,13721 (#);VALUED_1:func.26:28(#)594,13884 (#);VALUED_1:func.27:29(#)602,14052 (#);VALUED_1:func.28:30(#)610,14217 (#);VALUED_1:func.29:31(#)618,14371 -;VALUED_1:func.30:32-675,15739 -;VALUED_1:func.31:33-713,16541 -;VALUED_1:func.32:34-720,16677 -;VALUED_1:func.33:35-727,16814 -;VALUED_1:func.34:36-734,16949 ";VALUED_1:func.35:37"774,17755 ";VALUED_1:func.36:38"801,18283 ";VALUED_1:func.37:39"808,18419 ";VALUED_1:func.38:40"815,18556 ^2;VALUED_1:func.39:41^2848,19212 ^2;VALUED_1:func.40:42^2886,19912 ^2;VALUED_1:func.41:43^2893,20049 ^2;VALUED_1:func.42:44^2900,20187 ^2;VALUED_1:func.43:45^2907,20323 ^2;VALUED_1:func.44:46^2914,20459 -;VALUED_1:func.45:47-961,21432 -;VALUED_1:func.46:48-1004,22407 -;VALUED_1:func.47:49-1012,22582 -;VALUED_1:func.48:50-1020,22758 -;VALUED_1:func.49:51-1028,22932 /";VALUED_1:func.50:52/"1077,24118 /";VALUED_1:func.51:53/"1110,24813 /";VALUED_1:func.52:54/"1118,24989 /";VALUED_1:func.53:55/"1126,25166 |.;VALUED_1:func.54:56|.1162,25957 abs;VALUED_1:func.54:57abs1172,26165 |.;VALUED_1:func.55:58|.1193,26568 abs;VALUED_1:func.56:59abs1200,26707 |.;VALUED_1:func.57:60|.1207,26848 abs;VALUED_1:func.58:61abs1214,26987 |.;VALUED_1:func.59:62|.1221,27126 abs;VALUED_1:func.60:63abs1228,27264 Shift;VALUED_1:func.61:64Shift1269,28131 increasing;VALUED_1:attr.1:1increasing1320,29422 decreasing;VALUED_1:attr.2:2decreasing1323,29518 non-decreasing;VALUED_1:attr.3:3non-decreasing1326,29614 non-increasing;VALUED_1:attr.4:4non-increasing1329,29715 LastLoc;VALUED_1:func.62:65LastLoc1394,31160 CutLastLoc;VALUED_1:func.63:66CutLastLoc1401,31302 FirstLoc;VALUED_1:func.64:67FirstLoc1425,31934 valued_2.abs, DOMS;VALUED_2:func.1:1DOMS37,1600 complex-functions-membered;VALUED_2:attr.1:1complex-functions-membered44,1726 ext-real-functions-membered;VALUED_2:attr.2:2ext-real-functions-membered52,1863 real-functions-membered;VALUED_2:attr.3:3real-functions-membered60,2002 rational-functions-membered;VALUED_2:attr.4:4rational-functions-membered68,2133 integer-functions-membered;VALUED_2:attr.5:5integer-functions-membered76,2267 natural-functions-membered;VALUED_2:attr.6:6natural-functions-membered84,2400 C_PFuncs;VALUED_2:func.2:2C_PFuncs148,4038 C_Funcs;VALUED_2:func.3:3C_Funcs156,4186 E_PFuncs;VALUED_2:func.4:4E_PFuncs164,4333 E_Funcs;VALUED_2:func.5:5E_Funcs172,4482 R_PFuncs;VALUED_2:func.6:6R_PFuncs180,4630 R_Funcs;VALUED_2:func.7:7R_Funcs188,4776 Q_PFuncs;VALUED_2:func.8:8Q_PFuncs196,4921 Q_Funcs;VALUED_2:func.9:9Q_Funcs204,5066 I_PFuncs;VALUED_2:func.10:10I_PFuncs212,5210 I_Funcs;VALUED_2:func.11:11I_Funcs220,5355 N_PFuncs;VALUED_2:func.12:12N_PFuncs228,5499 N_Funcs;VALUED_2:func.13:13N_Funcs236,5644 complex-functions-valued;VALUED_2:attr.7:7complex-functions-valued436,9926 ext-real-functions-valued;VALUED_2:attr.8:8ext-real-functions-valued440,10028 real-functions-valued;VALUED_2:attr.9:9real-functions-valued444,10132 rational-functions-valued;VALUED_2:attr.10:10rational-functions-valued448,10228 integer-functions-valued;VALUED_2:attr.11:11integer-functions-valued452,10332 natural-functions-valued;VALUED_2:attr.12:12natural-functions-valued456,10434 complex-functions-valued;VALUED_2:attr.7:13complex-functions-valued469,10695 ext-real-functions-valued;VALUED_2:attr.8:14ext-real-functions-valued472,10836 real-functions-valued;VALUED_2:attr.9:15real-functions-valued475,10979 rational-functions-valued;VALUED_2:attr.10:16rational-functions-valued478,11114 integer-functions-valued;VALUED_2:attr.11:17integer-functions-valued481,11252 natural-functions-valued;VALUED_2:attr.12:18natural-functions-valued484,11389 (/);VALUED_2:func.14:14(/)693,15850 <->;VALUED_2:func.15:15<->762,17242 <->;VALUED_2:func.16:16<->772,17458 <->;VALUED_2:func.17:17<->779,17610 <->;VALUED_2:func.18:18<->786,17766 <->;VALUED_2:func.19:19<->793,17921 (-);VALUED_2:func.20:20(-)812,18306 ;VALUED_2:func.21:21822,18567 ;VALUED_2:func.22:22832,18785 ;VALUED_2:func.23:23839,18937 ;VALUED_2:func.24:24846,19093 abs;VALUED_2:func.25:25abs862,19438 abs;VALUED_2:func.26:26abs872,19660 abs;VALUED_2:func.27:27abs879,19814 abs;VALUED_2:func.28:28abs886,19972 abs;VALUED_2:func.29:29abs893,20129 [+];VALUED_2:func.30:30[+]910,20492 [+];VALUED_2:func.31:31[+]921,20739 [+];VALUED_2:func.32:32[+]929,20916 [+];VALUED_2:func.33:33[+]937,21101 [+];VALUED_2:func.34:34[+]945,21284 [+];VALUED_2:func.35:35[+]953,21456 [-];VALUED_2:func.36:36[-]967,21793 [-];VALUED_2:func.37:37[-]983,22097 [-];VALUED_2:func.38:38[-]991,22274 [-];VALUED_2:func.39:39[-]999,22459 [-];VALUED_2:func.40:40[-]1007,22642 [#];VALUED_2:func.41:41[#]1027,23097 [#];VALUED_2:func.42:42[#]1038,23348 [#];VALUED_2:func.43:43[#]1046,23525 [#];VALUED_2:func.44:44[#]1054,23710 [#];VALUED_2:func.45:45[#]1062,23893 [#];VALUED_2:func.46:46[#]1070,24065 [/];VALUED_2:func.47:47[/]1085,24452 [/];VALUED_2:func.48:48[/]1101,24761 [/];VALUED_2:func.49:49[/]1109,24938 [/];VALUED_2:func.50:50[/]1117,25123 <+>;VALUED_2:func.51:51<+>1132,25519 <+>;VALUED_2:func.52:52<+>1144,25788 <+>;VALUED_2:func.53:53<+>1152,25983 <+>;VALUED_2:func.54:54<+>1160,26181 <+>;VALUED_2:func.55:55<+>1168,26378 <+>;VALUED_2:func.56:56<+>1176,26579 <->;VALUED_2:func.57:57<->1190,26894 <->;VALUED_2:func.58:58<->1206,27218 <->;VALUED_2:func.59:59<->1214,27413 <->;VALUED_2:func.60:60<->1222,27611 <->;VALUED_2:func.61:61<->1230,27808 <#>;VALUED_2:func.62:62<#>1253,28278 <#>;VALUED_2:func.63:63<#>1265,28549 <#>;VALUED_2:func.64:64<#>1273,28744 <#>;VALUED_2:func.65:65<#>1281,28942 <#>;VALUED_2:func.66:66<#>1289,29139 <#>;VALUED_2:func.67:67<#>1297,29340 ;VALUED_2:func.68:681314,29706 ;VALUED_2:func.69:691330,30034 ;VALUED_2:func.70:701338,30229 ;VALUED_2:func.71:711346,30427 <++>;VALUED_2:func.72:72<++>1357,30702 <++>;VALUED_2:func.73:73<++>1369,30985 <++>;VALUED_2:func.74:74<++>1377,31206 <++>;VALUED_2:func.75:75<++>1385,31431 <++>;VALUED_2:func.76:76<++>1393,31655 <++>;VALUED_2:func.77:77<++>1401,31879 <-->;VALUED_2:func.78:78<-->1418,32293 <-->;VALUED_2:func.79:79<-->1430,32576 <-->;VALUED_2:func.80:80<-->1438,32797 <-->;VALUED_2:func.81:81<-->1446,33022 <-->;VALUED_2:func.82:82<-->1454,33246 <##>;VALUED_2:func.83:83<##>1480,33858 <##>;VALUED_2:func.84:84<##>1492,34143 <##>;VALUED_2:func.85:85<##>1500,34364 <##>;VALUED_2:func.86:86<##>1508,34589 <##>;VALUED_2:func.87:87<##>1516,34813 <##>;VALUED_2:func.88:88<##>1524,35037 ;VALUED_2:func.89:891556,35792 ;VALUED_2:func.90:901568,36076 ;VALUED_2:func.91:911576,36297 ;VALUED_2:func.92:921584,36522 vectmetr.abs, convex;VECTMETR:attr.1:1convex45,2228 internal;VECTMETR:attr.2:2internal55,2473 isometric;VECTMETR:attr.3:3isometric86,3572 ISOM;VECTMETR:func.1:1ISOM107,3999 ISOM;VECTMETR:func.2:2ISOM115,4166 RLSMetrStruct;VECTMETR:struct.1:1RLSMetrStruct155,5227 homogeneous;VECTMETR:attr.5:4homogeneous176,5817 translatible;VECTMETR:attr.6:5translatible185,6003 Norm;VECTMETR:func.3:3Norm194,6192 RealLinearMetrSpace;VECTMETR:mode.0:1RealLinearMetrSpace207,6545 RLMSpace;VECTMETR:func.4:4RLMSpace231,7517 IsomGroup;VECTMETR:func.5:5IsomGroup250,8060 SubIsomGroupRel;VECTMETR:func.6:6SubIsomGroupRel278,8770 vectsp10.abs, StructVectSp;VECTSP10:func.1:1StructVectSp38,1587 CosetSet;VECTSP10:func.2:2CosetSet236,9398 addCoset;VECTSP10:func.3:3addCoset247,9725 zeroCoset;VECTSP10:func.4:4zeroCoset260,10111 lmultCoset;VECTSP10:func.5:5lmultCoset270,10406 VectQuot;VECTSP10:func.6:6VectQuot283,10836 constant;VECTSP10:attr.1:1constant376,14394 coeffFunctional;VECTSP10:func.7:7coeffFunctional408,15116 ker;VECTSP10:func.8:8ker455,16610 degenerated;VECTSP10:attr.2:2degenerated480,17376 Ker;VECTSP10:func.9:9Ker497,17841 QFunctional;VECTSP10:func.10:10QFunctional511,18217 CQFunctional;VECTSP10:func.11:11CQFunctional528,18893 vectsp11.abs, with_eigenvalues;VECTSP11:attr.1:1with_eigenvalues94,3769 eigenvalue;VECTSP11:mode.1:1eigenvalue117,4306 eigenvector;VECTSP11:mode.2:2eigenvector129,4622 |^;VECTSP11:func.1:1|^178,6376 UnionKers;VECTSP11:func.2:2UnionKers224,7559 vectsp_1.abs, G_Real;VECTSP_1:func.1:1G_Real35,1476 AddGroup;VECTSP_1:mode.0:1AddGroup73,2282 AbGroup;VECTSP_1:mode.0:2AbGroup78,2394 right-distributive;VECTSP_1:attr.1:1right-distributive86,2532 left-distributive;VECTSP_1:attr.2:2left-distributive90,2650 right_unital;VECTSP_1:attr.3:3right_unital98,2819 F_Real;VECTSP_1:func.2:2F_Real106,2937 well-unital;VECTSP_1:attr.4:4well-unital131,3448 distributive;VECTSP_1:attr.5:5distributive148,3739 left_unital;VECTSP_1:attr.6:6left_unital156,3920 almost_left_invertible;VECTSP_1:attr.0:7almost_left_invertible164,4072 Field;VECTSP_1:mode.0:3Field213,5384 ";VECTSP_1:func.0:3"250,6684 /;VECTSP_1:func.3:4/259,6891 VectSpStr;VECTSP_1:struct.1:1VectSpStr308,8524 Scalar;VECTSP_1:mode.0:4Scalar327,9039 Scalar;VECTSP_1:mode.0:5Scalar333,9143 Vector;VECTSP_1:mode.0:6Vector334,9179 *;VECTSP_1:func.4:5*341,9348 comp;VECTSP_1:func.5:6comp348,9477 vector-distributive;VECTSP_1:attr.8:8vector-distributive356,9681 scalar-distributive;VECTSP_1:attr.9:9scalar-distributive360,9820 scalar-associative;VECTSP_1:attr.10:10scalar-associative364,9959 scalar-unital;VECTSP_1:attr.11:11scalar-unital368,10097 VectSp;VECTSP_1:mode.0:7VectSp385,10688 Fanoian;VECTSP_1:attr.12:12Fanoian474,14035 Fanoian;VECTSP_1:attr.12:13Fanoian488,14400 additive;VECTSP_1:attr.13:14additive560,16546 vectsp_2.abs, domRing-like;VECTSP_2:attr.1:1domRing-like40,1471 comRing;VECTSP_2:mode.0:1comRing52,1730 domRing;VECTSP_2:mode.0:2domRing56,1783 Skew-Field;VECTSP_2:mode.0:3Skew-Field63,1895 ";VECTSP_2:func.0:1"126,4077 /;VECTSP_2:func.1:2/134,4169 RightModStr;VECTSP_2:struct.1:1RightModStr185,5232 Scalar;VECTSP_2:mode.0:4Scalar205,5790 Vector;VECTSP_2:mode.0:5Vector206,5829 BiModStr;VECTSP_2:struct.2:2BiModStr211,5913 AbGr;VECTSP_2:func.2:3AbGr236,6730 LeftModule;VECTSP_2:func.3:4LeftModule252,7013 RightModule;VECTSP_2:func.4:5RightModule267,7396 *;VECTSP_2:func.5:6*278,7750 BiModule;VECTSP_2:func.6:7BiModule291,8002 LeftMod;VECTSP_2:mode.0:6LeftMod311,8642 RightMod-like;VECTSP_2:attr.4:2RightMod-like333,9337 RightMod;VECTSP_2:mode.0:7RightMod348,9705 BiMod-like;VECTSP_2:attr.5:3BiMod-like359,10036 BiMod;VECTSP_2:mode.0:8BiMod373,10456 vectsp_4.abs, linearly-closed;VECTSP_4:attr.1:1linearly-closed37,1399 Subspace;VECTSP_4:mode.1:1Subspace107,4898 (0).;VECTSP_4:func.1:1(0).234,8646 (Omega).;VECTSP_4:func.2:2(Omega).243,8773 +;VECTSP_4:func.3:3+276,9438 Coset;VECTSP_4:mode.2:2Coset285,9556 vectsp_5.abs, +;VECTSP_5:func.1:1+44,1740 /\;VECTSP_5:func.2:2/\54,1904 Subspaces;VECTSP_5:func.3:3Subspaces184,5592 is_the_direct_sum_of;VECTSP_5:pred.1:1is_the_direct_sum_of206,6071 Linear_Compl;VECTSP_5:mode.1:1Linear_Compl218,6291 |--;VECTSP_5:func.4:4|--293,8583 SubJoin;VECTSP_5:func.5:5SubJoin334,9778 SubMeet;VECTSP_5:func.6:6SubMeet343,9947 vectsp_6.abs, Linear_Combination;VECTSP_6:mode.1:1Linear_Combination54,2160 Carrier;VECTSP_6:func.1:1Carrier68,2548 ZeroLC;VECTSP_6:func.2:2ZeroLC82,2880 Linear_Combination;VECTSP_6:mode.2:2Linear_Combination95,3126 (#);VECTSP_6:func.3:3(#)120,3735 Sum;VECTSP_6:func.4:4Sum150,4512 =;VECTSP_6:pred.1:1=187,5507 +;VECTSP_6:func.5:5+194,5636 *;VECTSP_6:func.6:6*220,6173 -;VECTSP_6:func.7:7-253,6879 -;VECTSP_6:func.8:8-273,7268 vectsp_7.abs, linearly-independent;VECTSP_7:attr.1:1linearly-independent45,1624 linearly-dependent;VECTSP_7:attr.1:2linearly-dependent55,1820 Lin;VECTSP_7:func.1:1Lin92,2664 Basis;VECTSP_7:mode.1:1Basis143,3987 vectsp_8.abs, lattice;VECTSP_8:func.1:1lattice38,1548 SubVS-Family;VECTSP_8:mode.1:1SubVS-Family46,1707 Subspaces;VECTSP_8:func.2:2Subspaces59,1917 Element;VECTSP_8:mode.2:2Element61,2021 carr;VECTSP_8:func.3:3carr67,2134 carr;VECTSP_8:func.4:4carr77,2301 meet;VECTSP_8:func.5:5meet98,2851 complete;VECTSP_8:attr.0:1complete128,3722 FuncLatt;VECTSP_8:func.6:6FuncLatt149,4293 Semilattice-Homomorphism;VECTSP_8:mode.3:3Semilattice-Homomorphism159,4554 sup-Semilattice-Homomorphism;VECTSP_8:mode.4:4sup-Semilattice-Homomorphism168,4789 vectsp_9.abs, dim;VECTSP_9:func.1:1dim199,6259 Subspaces_of;VECTSP_9:func.2:2Subspaces_of246,7375 vfunct_1.abs, +;VFUNCT_1:func.1:1+47,1822 -;VFUNCT_1:func.2:2-52,1965 (#);VFUNCT_1:func.3:3(#)72,2372 (#);VFUNCT_1:func.4:4(#)92,2758 -;VFUNCT_1:func.5:5-111,3092 +;VFUNCT_1:func.6:6+143,3724 is_bounded_on;VFUNCT_1:pred.1:1is_bounded_on274,6801 vfunct_2.abs, (#);VFUNCT_2:func.1:1(#)48,1725 (#);VFUNCT_2:func.2:2(#)61,2007 +;VFUNCT_2:func.3:3+88,2578 is_bounded_on;VFUNCT_2:pred.1:1is_bounded_on224,5802 waybel_0.abs, directed;WAYBEL_0:attr.1:1directed36,1465 filtered;WAYBEL_0:attr.2:2filtered41,1638 filtered-infs-inheriting;WAYBEL_0:attr.3:3filtered-infs-inheriting116,3670 directed-sups-inheriting;WAYBEL_0:attr.4:4directed-sups-inheriting121,3833 antitone;WAYBEL_0:attr.5:5antitone157,4895 NetStr;WAYBEL_0:struct.1:1NetStr167,5102 directed;WAYBEL_0:attr.7:6directed182,5472 prenet;WAYBEL_0:mode.0:1prenet196,5710 net;WAYBEL_0:mode.0:2net201,5804 netmap;WAYBEL_0:func.1:1netmap207,5931 .;WAYBEL_0:func.2:2.211,6039 monotone;WAYBEL_0:attr.8:7monotone219,6197 antitone;WAYBEL_0:attr.9:8antitone222,6269 is_eventually_in;WAYBEL_0:pred.1:1is_eventually_in231,6442 is_often_in;WAYBEL_0:pred.2:2is_often_in235,6576 eventually-directed;WAYBEL_0:attr.10:9eventually-directed266,7641 eventually-filtered;WAYBEL_0:attr.11:10eventually-filtered271,7796 downarrow;WAYBEL_0:func.3:3downarrow307,8825 uparrow;WAYBEL_0:func.4:4uparrow312,8976 downarrow;WAYBEL_0:func.5:5downarrow346,10025 uparrow;WAYBEL_0:func.6:6uparrow349,10127 lower;WAYBEL_0:attr.12:11lower388,11257 upper;WAYBEL_0:attr.13:12upper392,11404 Ideal;WAYBEL_0:mode.0:3Ideal524,15272 Filter;WAYBEL_0:mode.0:4Filter527,15356 principal;WAYBEL_0:attr.14:13principal579,17308 principal;WAYBEL_0:attr.15:14principal587,17500 Ids;WAYBEL_0:func.7:7Ids602,18001 Filt;WAYBEL_0:func.8:8Filt605,18134 Ids_0;WAYBEL_0:func.9:9Ids_0612,18335 Filt_0;WAYBEL_0:func.10:10Filt_0615,18438 finsups;WAYBEL_0:func.11:11finsups623,18613 fininfs;WAYBEL_0:func.12:12fininfs626,18731 connected;WAYBEL_0:attr.16:15connected752,23425 Chain;WAYBEL_0:mode.0:5Chain767,23685 Semilattice;WAYBEL_0:mode.0:6Semilattice778,23832 sup-Semilattice;WAYBEL_0:mode.0:7sup-Semilattice779,23873 LATTICE;WAYBEL_0:mode.0:8LATTICE780,23919 preserves_inf_of;WAYBEL_0:pred.3:3preserves_inf_of797,24389 preserves_sup_of;WAYBEL_0:pred.4:4preserves_sup_of801,24508 infs-preserving;WAYBEL_0:attr.17:16infs-preserving818,25095 sups-preserving;WAYBEL_0:attr.18:17sups-preserving821,25203 meet-preserving;WAYBEL_0:attr.19:18meet-preserving824,25311 join-preserving;WAYBEL_0:attr.20:19join-preserving827,25426 filtered-infs-preserving;WAYBEL_0:attr.21:20filtered-infs-preserving830,25541 directed-sups-preserving;WAYBEL_0:attr.22:21directed-sups-preserving834,25687 isomorphic;WAYBEL_0:attr.23:22isomorphic851,26145 up-complete;WAYBEL_0:attr.24:23up-complete912,28305 /\-complete;WAYBEL_0:attr.25:24/\-complete930,28826 waybel10.abs, opp;WAYBEL10:func.1:1opp84,3284 ClOpers;WAYBEL10:func.2:2ClOpers164,5513 Sub;WAYBEL10:func.3:3Sub195,6576 System;WAYBEL10:mode.0:1System225,7308 closure;WAYBEL10:attr.0:1closure231,7419 ClosureSystems;WAYBEL10:func.4:4ClosureSystems241,7623 ClImageMap;WAYBEL10:func.5:5ClImageMap266,8353 closure_op;WAYBEL10:func.6:6closure_op275,8581 DsupClOpers;WAYBEL10:func.7:7DsupClOpers351,10690 Subalgebras;WAYBEL10:func.8:8Subalgebras365,11106 waybel11.abs, inaccessible_by_directed_joins;WAYBEL11:attr.1:1inaccessible_by_directed_joins104,3829 closed_under_directed_sups;WAYBEL11:attr.2:2closed_under_directed_sups108,3973 property(S);WAYBEL11:attr.3:3property(S)112,4110 inaccessible;WAYBEL11:attr.1:4inaccessible122,4388 directly_closed;WAYBEL11:attr.2:5directly_closed123,4465 Scott;WAYBEL11:attr.4:6Scott143,4940 Scott;WAYBEL11:attr.4:7Scott158,5308 lim_inf;WAYBEL11:func.1:1lim_inf244,7906 is_S-limit_of;WAYBEL11:pred.1:1is_S-limit_of252,8137 Scott-Convergence;WAYBEL11:func.2:2Scott-Convergence260,8261 monotone;WAYBEL11:attr.0:8monotone279,8879 Net-Str;WAYBEL11:func.3:3Net-Str288,9101 Net-Str;WAYBEL11:func.4:4Net-Str348,10840 sigma;WAYBEL11:func.5:5sigma429,13247 waybel12.abs, closed;WAYBEL12:attr.0:1closed42,1973 dense;WAYBEL12:attr.1:2dense49,2103 GeneratorSet;WAYBEL12:mode.1:1GeneratorSet188,6742 dense;WAYBEL12:attr.2:3dense259,9270 dense;WAYBEL12:attr.3:4dense281,9755 Baire;WAYBEL12:attr.0:5Baire328,11345 waybel14.abs, jointly_Scott-continuous;WAYBEL14:attr.1:1jointly_Scott-continuous180,6744 waybel15.abs, atom;WAYBEL15:attr.1:1atom137,5392 ATOM;WAYBEL15:func.1:1ATOM145,5557 waybel16.abs, CLHomomorphism;WAYBEL16:mode.1:1CLHomomorphism73,2879 is_FG_set;WAYBEL16:pred.1:1is_FG_set81,3092 completely-irreducible;WAYBEL16:attr.1:1completely-irreducible137,4716 Irr;WAYBEL16:func.1:1Irr149,4996 waybel17.abs, ,...;WAYBEL17:func.1:1,...42,1991 SCMaps;WAYBEL17:func.2:2SCMaps108,3914 Net-Str;WAYBEL17:func.3:3Net-Str125,4287 Net-Str;WAYBEL17:func.4:4Net-Str162,5513 waybel18.abs, TopStruct-yielding;WAYBEL18:attr.1:1TopStruct-yielding51,2309 .;WAYBEL18:func.1:1.75,2806 product_prebasis;WAYBEL18:func.2:2product_prebasis81,2923 product;WAYBEL18:func.3:3product96,3419 .;WAYBEL18:func.4:4.112,3817 .;WAYBEL18:func.5:5.126,4163 proj;WAYBEL18:func.6:6proj133,4330 injective;WAYBEL18:attr.2:2injective157,5111 Image;WAYBEL18:func.7:7Image177,5872 corestr;WAYBEL18:func.8:8corestr193,6288 is_Retract_of;WAYBEL18:pred.1:1is_Retract_of210,6661 Sierpinski_Space;WAYBEL18:func.9:9Sierpinski_Space221,7012 waybel19.abs, lower;WAYBEL19:attr.1:1lower40,1902 omega;WAYBEL19:func.1:1omega70,2664 TopPoset;WAYBEL19:mode.0:1TopPoset134,4718 Lawson;WAYBEL19:attr.2:2Lawson251,8798 lambda;WAYBEL19:func.2:2lambda286,9925 waybel_1.abs, one-to-one;WAYBEL_1:attr.1:1one-to-one35,1491 monotone;WAYBEL_1:attr.0:2monotone42,1675 distributive;WAYBEL_1:attr.2:3distributive68,2604 ex_min_of;WAYBEL_1:pred.1:1ex_min_of86,3030 ex_max_of;WAYBEL_1:pred.2:2ex_max_of89,3109 has_the_min_in;WAYBEL_1:pred.1:3has_the_min_in97,3243 has_the_max_in;WAYBEL_1:pred.2:4has_the_max_in98,3291 is_minimum_of;WAYBEL_1:pred.3:5is_minimum_of103,3414 is_maximum_of;WAYBEL_1:pred.4:6is_maximum_of107,3515 are_isomorphic;WAYBEL_1:pred.5:7are_isomorphic120,3723 Connection;WAYBEL_1:mode.1:1Connection139,4146 [;WAYBEL_1:func.1:1[147,4356 Galois;WAYBEL_1:attr.3:4Galois154,4492 upper_adjoint;WAYBEL_1:attr.4:5upper_adjoint171,5048 lower_adjoint;WAYBEL_1:attr.5:6lower_adjoint181,5238 projection;WAYBEL_1:attr.6:7projection324,9652 closure;WAYBEL_1:attr.7:8closure344,9989 kernel;WAYBEL_1:attr.8:9kernel369,10443 corestr;WAYBEL_1:func.2:2corestr402,11218 inclusion;WAYBEL_1:func.3:3inclusion422,11744 "/\";WAYBEL_1:func.4:4"/\"622,18721 Heyting;WAYBEL_1:attr.9:10Heyting674,20422 =>;WAYBEL_1:func.5:5=>689,20756 =>;WAYBEL_1:func.6:6=>704,21076 'not';WAYBEL_1:func.7:7'not'762,22845 is_a_complement_of;WAYBEL_1:pred.6:8is_a_complement_of802,24151 complemented;WAYBEL_1:attr.10:11complemented810,24295 Boolean;WAYBEL_1:attr.11:12Boolean838,24962 waybel20.abs, [:;WAYBEL20:func.1:1[:47,2064 EqRel;WAYBEL20:func.2:2EqRel214,8794 CLCongruence;WAYBEL20:attr.1:1CLCongruence222,9002 kernel_op;WAYBEL20:func.3:3kernel_op237,9483 kernel_congruence;WAYBEL20:func.4:4kernel_congruence272,11176 ./.;WAYBEL20:func.5:5./.292,11906 waybel21.abs, SemilatticeHomomorphism;WAYBEL21:mode.1:1SemilatticeHomomorphism41,1981 antitone;WAYBEL21:attr.0:1antitone195,7650 Embedding;WAYBEL21:mode.2:2Embedding288,10599 lim_infs-preserving;WAYBEL21:attr.1:2lim_infs-preserving362,13157 waybel22.abs, is_FreeGen_set_of;WAYBEL22:pred.1:1is_FreeGen_set_of73,2797 FixedUltraFilters;WAYBEL22:func.1:1FixedUltraFilters99,3594 -extension_to_hom;WAYBEL22:func.2:2-extension_to_hom120,4192 waybel23.abs, union;WAYBEL23:func.1:1union44,1871 meet-closed;WAYBEL23:attr.1:1meet-closed108,4134 join-closed;WAYBEL23:attr.2:2join-closed117,4287 infs-closed;WAYBEL23:attr.3:3infs-closed126,4440 sups-closed;WAYBEL23:attr.4:4sups-closed135,4593 weight;WAYBEL23:func.2:2weight319,10189 second-countable;WAYBEL23:attr.5:5second-countable326,10340 CLbasis;WAYBEL23:mode.1:1CLbasis333,10488 with_bottom;WAYBEL23:attr.6:6with_bottom342,10698 with_top;WAYBEL23:attr.7:7with_top351,10834 supMap;WAYBEL23:func.3:3supMap445,13879 idsMap;WAYBEL23:func.4:4idsMap454,14111 baseMap;WAYBEL23:func.5:5baseMap482,14718 waybel24.abs, Proj;WAYBEL24:func.1:1Proj94,3641 Proj;WAYBEL24:func.2:2Proj111,4047 ContMaps;WAYBEL24:func.3:3ContMaps210,7517 waybel25.abs, is_Retract_of;WAYBEL25:pred.0:1is_Retract_of94,3819 Omega;WAYBEL25:func.1:1Omega141,5130 commute;WAYBEL25:func.2:2commute259,8027 monotone-convergence;WAYBEL25:attr.1:1monotone-convergence297,9257 waybel26.abs, -POS_prod;WAYBEL26:func.0:1-POS_prod48,2373 -TOP_prod;WAYBEL26:func.0:2-TOP_prod54,2502 oContMaps;WAYBEL26:func.1:3oContMaps61,2614 pi;WAYBEL26:func.2:4pi94,3585 oContMaps;WAYBEL26:func.3:5oContMaps121,4348 oContMaps;WAYBEL26:func.4:6oContMaps125,4504 *graph;WAYBEL26:func.5:7*graph315,11316 *graph;WAYBEL26:func.6:8*graph338,11884 waybel27.abs, uncurrying;WAYBEL27:attr.1:1uncurrying46,2390 currying;WAYBEL27:attr.2:2currying52,2574 commuting;WAYBEL27:attr.3:3commuting58,2756 .;WAYBEL27:func.1:1.171,6170 UPS;WAYBEL27:func.2:2UPS218,7881 .;WAYBEL27:func.3:3.248,8726 UPS;WAYBEL27:func.4:4UPS283,9858 waybel28.abs, greater_or_equal_to_id;WAYBEL28:attr.1:1greater_or_equal_to_id51,2171 *;WAYBEL28:func.1:1*78,2844 *;WAYBEL28:func.2:2*132,4662 lim_inf-Convergence;WAYBEL28:func.3:3lim_inf-Convergence148,5324 xi;WAYBEL28:func.4:4xi167,5966 waybel29.abs, Sigma;WAYBEL29:func.1:1Sigma163,6722 Sigma;WAYBEL29:func.2:2Sigma180,7159 Theta;WAYBEL29:func.3:3Theta201,7720 alpha;WAYBEL29:func.4:4alpha212,8028 commute;WAYBEL29:func.5:5commute263,9303 waybel_2.abs, sup;WAYBEL_2:func.1:1sup172,6763 FinSups;WAYBEL_2:func.2:2FinSups179,6934 "/\";WAYBEL_2:func.3:3"/\"199,7578 inf_op;WAYBEL_2:func.4:4inf_op270,10189 sup_op;WAYBEL_2:func.5:5sup_op296,10882 satisfying_MC;WAYBEL_2:attr.1:1satisfying_MC324,11639 meet-continuous;WAYBEL_2:attr.2:2meet-continuous333,11854 waybel30.abs, ^0;WAYBEL30:func.1:1^0235,8176 with_small_semilattices;WAYBEL30:attr.1:1with_small_semilattices296,9759 with_compact_semilattices;WAYBEL30:attr.2:2with_compact_semilattices301,9945 with_open_semilattices;WAYBEL30:attr.3:3with_open_semilattices306,10148 waybel31.abs, CLweight;WAYBEL31:func.1:1CLweight60,2652 Way_Up;WAYBEL31:func.2:2Way_Up137,5348 waybel32.abs, upper;WAYBEL32:attr.1:1upper40,1823 order_consistent;WAYBEL32:attr.2:2order_consistent52,2089 *';WAYBEL32:func.1:1*'208,7383 inf_net;WAYBEL32:func.2:2inf_net228,7912 waybel33.abs, lim_inf;WAYBEL33:func.1:1lim_inf48,2183 lim-inf;WAYBEL33:attr.1:1lim-inf62,2629 Xi;WAYBEL33:func.2:2Xi147,5620 waybel34.abs, LowerAdj;WAYBEL34:func.1:1LowerAdj61,2591 UpperAdj;WAYBEL34:func.2:2UpperAdj73,2797 opp;WAYBEL34:func.3:3opp102,3583 -INF_category;WAYBEL34:func.4:4-INF_category167,5673 -SUP_category;WAYBEL34:func.5:5-SUP_category180,6100 LowerAdj;WAYBEL34:func.6:6LowerAdj221,7521 UpperAdj;WAYBEL34:func.7:7UpperAdj228,7810 waybelow-preserving;WAYBEL34:attr.1:1waybelow-preserving270,9205 relatively_open;WAYBEL34:attr.2:2relatively_open288,9859 -INF(SC)_category;WAYBEL34:func.8:8-INF(SC)_category411,14865 -SUP(SO)_category;WAYBEL34:func.9:9-SUP(SO)_category424,15316 -CL_category;WAYBEL34:func.10:10-CL_category503,18115 -CL-opp_category;WAYBEL34:func.11:11-CL-opp_category528,18916 compact-preserving;WAYBEL34:attr.3:3compact-preserving573,20360 finite-sups-preserving;WAYBEL34:attr.4:4finite-sups-preserving595,21194 bottom-preserving;WAYBEL34:attr.5:5bottom-preserving598,21315 bottom-preserving;WAYBEL34:attr.5:6bottom-preserving613,21720 finite-sups-inheriting;WAYBEL34:attr.6:7finite-sups-inheriting622,21883 bottom-inheriting;WAYBEL34:attr.7:8bottom-inheriting627,22034 waybel35.abs, extra-order;WAYBEL35:attr.1:1extra-order61,2074 -LowerMap;WAYBEL35:func.1:1-LowerMap90,2793 strict_chain;WAYBEL35:mode.1:1strict_chain103,3128 maximal;WAYBEL35:attr.2:2maximal141,4396 Strict_Chains;WAYBEL35:func.2:2Strict_Chains149,4581 is_inductive_wrt;WAYBEL35:pred.0:1is_inductive_wrt163,4895 satisfies_SIC_on;WAYBEL35:pred.1:2satisfies_SIC_on224,7067 satisfying_SIC;WAYBEL35:attr.3:3satisfying_SIC234,7371 SetBelow;WAYBEL35:func.3:3SetBelow265,8284 SetBelow;WAYBEL35:func.4:4SetBelow276,8561 sup-closed;WAYBEL35:attr.4:4sup-closed295,9238 SupBelow;WAYBEL35:func.5:5SupBelow329,10433 SupBelow;WAYBEL35:func.6:6SupBelow337,10636 waybel_3.abs, is_way_below;WAYBEL_3:pred.1:1is_way_below42,1993 <<;WAYBEL_3:pred.1:2<<52,2243 >>;WAYBEL_3:pred.1:3>>52,2243 compact;WAYBEL_3:attr.1:1compact58,2415 isolated_from_below;WAYBEL_3:attr.1:2isolated_from_below67,2574 waybelow;WAYBEL_3:func.1:1waybelow98,3663 wayabove;WAYBEL_3:func.2:2wayabove101,3760 satisfying_axiom_of_approximation;WAYBEL_3:attr.2:3satisfying_axiom_of_approximation228,7469 continuous;WAYBEL_3:attr.3:4continuous241,7754 non-Empty;WAYBEL_3:attr.4:5non-Empty288,9105 reflexive-yielding;WAYBEL_3:attr.5:6reflexive-yielding292,9211 .;WAYBEL_3:func.3:3.313,9679 .;WAYBEL_3:func.4:4.334,10172 pi;WAYBEL_3:func.5:5pi342,10368 locally-compact;WAYBEL_3:attr.6:7locally-compact430,13440 waybel_4.abs, -waybelow;WAYBEL_4:func.1:1-waybelow40,1742 IntRel;WAYBEL_4:func.2:2IntRel48,1897 auxiliary(i);WAYBEL_4:attr.1:1auxiliary(i)55,2035 auxiliary(ii);WAYBEL_4:attr.2:2auxiliary(ii)59,2148 auxiliary(iii);WAYBEL_4:attr.3:3auxiliary(iii)68,2362 auxiliary(iv);WAYBEL_4:attr.4:4auxiliary(iv)73,2512 auxiliary;WAYBEL_4:attr.5:5auxiliary83,2705 Aux;WAYBEL_4:func.3:3Aux137,4016 AuxBottom;WAYBEL_4:func.4:4AuxBottom163,4578 -below;WAYBEL_4:func.5:5-below230,6405 -above;WAYBEL_4:func.6:6-above233,6508 -below;WAYBEL_4:func.7:7-below263,7369 MonSet;WAYBEL_4:func.8:8MonSet284,8041 Rel2Map;WAYBEL_4:func.9:9Rel2Map363,10345 Map2Rel;WAYBEL_4:func.10:10Map2Rel383,10789 DownMap;WAYBEL_4:func.11:11DownMap425,11768 approximating;WAYBEL_4:attr.6:6approximating447,12407 approximating;WAYBEL_4:attr.7:7approximating456,12601 App;WAYBEL_4:func.12:12App527,14230 satisfying_SI;WAYBEL_4:attr.8:8satisfying_SI573,15560 satisfying_INT;WAYBEL_4:attr.9:9satisfying_INT584,15829 is_directed_wrt;WAYBEL_4:pred.1:1is_directed_wrt648,17569 is_maximal_wrt;WAYBEL_4:pred.2:2is_maximal_wrt662,17923 is_maximal_in;WAYBEL_4:pred.3:3is_maximal_in670,18105 is_minimal_wrt;WAYBEL_4:pred.4:4is_minimal_wrt683,18423 is_minimal_in;WAYBEL_4:pred.5:5is_minimal_in691,18605 waybel_5.abs, DoubleIndexedSet;WAYBEL_5:mode.0:1DoubleIndexedSet69,3074 DoubleIndexedSet;WAYBEL_5:mode.0:2DoubleIndexedSet74,3218 .;WAYBEL_5:func.1:1.86,3598 Frege;WAYBEL_5:func.2:2Frege128,4851 .;WAYBEL_5:func.3:3.136,5139 \//;WAYBEL_5:func.4:4\//142,5265 /\\;WAYBEL_5:func.5:5/\\146,5394 Sups;WAYBEL_5:func.4:6Sups155,5639 Infs;WAYBEL_5:func.5:7Infs156,5671 Sups;WAYBEL_5:func.4:8Sups162,5805 Infs;WAYBEL_5:func.5:9Infs163,5837 curry;WAYBEL_5:func.6:10curry225,8174 completely-distributive;WAYBEL_5:attr.1:1completely-distributive259,9559 CLSubFrame;WAYBEL_5:mode.0:3CLSubFrame306,10849 =>;WAYBEL_5:func.0:11=>324,11423 =>;WAYBEL_5:func.7:12=>334,11610 waybel_6.abs, iter;WAYBEL_6:func.1:1iter60,2539 .;WAYBEL_6:func.2:2.68,2712 Open;WAYBEL_6:attr.1:1Open109,3830 meet-irreducible;WAYBEL_6:attr.2:2meet-irreducible145,4976 irreducible;WAYBEL_6:attr.2:3irreducible153,5176 join-irreducible;WAYBEL_6:attr.3:4join-irreducible158,5295 IRR;WAYBEL_6:func.3:3IRR165,5461 order-generating;WAYBEL_6:attr.4:5order-generating201,6548 prime;WAYBEL_6:attr.5:6prime236,7790 PRIME;WAYBEL_6:func.4:4PRIME244,7946 co-prime;WAYBEL_6:attr.6:7co-prime253,8126 waybel_7.abs, prime;WAYBEL_7:attr.1:1prime105,3718 prime;WAYBEL_7:attr.2:2prime128,4336 ultra;WAYBEL_7:attr.3:3ultra181,5831 is_a_cluster_point_of;WAYBEL_7:pred.1:1is_a_cluster_point_of225,6996 is_a_convergence_point_of;WAYBEL_7:pred.2:2is_a_convergence_point_of230,7149 pseudoprime;WAYBEL_7:attr.4:4pseudoprime293,9152 multiplicative;WAYBEL_7:attr.5:5multiplicative341,10777 waybel_8.abs, CompactSublatt;WAYBEL_8:func.1:1CompactSublatt39,1818 compactbelow;WAYBEL_8:func.2:2compactbelow66,2657 satisfying_axiom_K;WAYBEL_8:attr.1:1satisfying_axiom_K94,3438 algebraic;WAYBEL_8:attr.2:2algebraic102,3622 arithmetic;WAYBEL_8:attr.3:3arithmetic130,4347 waybel_9.abs, antitone;WAYBEL_9:attr.0:1antitone55,2435 inf;WAYBEL_9:func.1:1inf153,5512 ex_sup_of;WAYBEL_9:pred.1:1ex_sup_of160,5646 ex_inf_of;WAYBEL_9:pred.2:2ex_inf_of164,5726 +id;WAYBEL_9:func.2:2+id172,5842 opp+id;WAYBEL_9:func.3:3opp+id215,6572 |;WAYBEL_9:func.4:4|258,7463 |;WAYBEL_9:func.5:5|336,9808 *;WAYBEL_9:func.6:6*342,9959 TopRelStr;WAYBEL_9:struct.1:1TopRelStr396,11461 TopLattice;WAYBEL_9:mode.0:1TopLattice421,12135 is_a_cluster_point_of;WAYBEL_9:pred.3:3is_a_cluster_point_of475,13961 weddwitt.abs, Centralizer;WEDDWITT:func.1:1Centralizer78,3365 -con_map;WEDDWITT:func.2:2-con_map105,3987 conjugate_Classes;WEDDWITT:func.3:3conjugate_Classes135,4986 center;WEDDWITT:func.4:4center156,5765 centralizer;WEDDWITT:func.5:5centralizer197,7039 VectSp_over_center;WEDDWITT:func.6:6VectSp_over_center251,8840 VectSp_over_center;WEDDWITT:func.7:7VectSp_over_center268,9393 weierstr.abs, [#];WEIERSTR:func.1:1[#]97,3910 upper_bound;WEIERSTR:func.2:2upper_bound113,4313 lower_bound;WEIERSTR:func.3:3lower_bound116,4391 dist;WEIERSTR:func.4:4dist143,5130 dist_max;WEIERSTR:func.5:5dist_max168,5989 dist_min;WEIERSTR:func.6:6dist_min172,6133 min_dist_min;WEIERSTR:func.7:7min_dist_min243,9098 max_dist_min;WEIERSTR:func.8:8max_dist_min246,9189 min_dist_max;WEIERSTR:func.9:9min_dist_max249,9280 max_dist_max;WEIERSTR:func.10:10max_dist_max252,9371 wellfnd1.abs, lower;WELLFND1:attr.0:1lower67,2339 well_founded;WELLFND1:attr.1:2well_founded86,2873 well_founded;WELLFND1:attr.2:3well_founded98,3101 well_founded-Part;WELLFND1:func.1:1well_founded-Part111,3310 is_recursively_expressed_by;WELLFND1:pred.1:1is_recursively_expressed_by171,5059 descending;WELLFND1:attr.3:4descending206,6296 wellord1.abs, -Seg;WELLORD1:func.1:1-Seg32,1044 well_founded;WELLORD1:attr.1:1well_founded45,1249 is_well_founded_in;WELLORD1:pred.1:1is_well_founded_in50,1377 well-ordering;WELLORD1:attr.2:2well-ordering61,1598 well_orders;WELLORD1:pred.2:2well_orders67,1754 |_2;WELLORD1:func.2:2|_2109,2958 is_isomorphism_of;WELLORD1:pred.3:3is_isomorphism_of203,5402 are_isomorphic;WELLORD1:pred.4:4are_isomorphic217,5745 canonical_isomorphism_of;WELLORD1:func.3:3canonical_isomorphism_of260,6914 wellord2.abs, RelIncl;WELLORD2:func.1:1RelIncl36,1221 order_type_of;WELLORD2:func.2:2order_type_of85,2318 is_order_type_of;WELLORD2:pred.1:1is_order_type_of93,2436 are_equipotent;WELLORD2:pred.2:2are_equipotent105,2637 wsierp_1.abs, ^;WSIERP_1:func.1:1^105,3155 Sum;WSIERP_1:func.2:2Sum121,3436 Product;WSIERP_1:func.3:3Product126,3506 Del;WSIERP_1:func.0:4Del131,3588 Del;WSIERP_1:func.4:5Del143,3842 Del;WSIERP_1:func.5:6Del151,3997 xboole_0.abs, empty;XBOOLE_0:attr.1:1empty33,945 {};XBOOLE_0:func.1:1{}44,1081 \/;XBOOLE_0:func.2:2\/48,1158 /\;XBOOLE_0:func.3:3/\54,1268 \;XBOOLE_0:func.4:4\60,1377 \+\;XBOOLE_0:func.5:5\+\68,1493 misses;XBOOLE_0:pred.1:1misses72,1579 c<;XBOOLE_0:pred.2:2c<77,1649 are_c=-comparable;XBOOLE_0:pred.3:3are_c=-comparable83,1737 =;XBOOLE_0:pred.0:4=88,1837 meets;XBOOLE_0:pred.1:5meets95,1937 xboolean.abs, FALSE;XBOOLEAN:func.1:1FALSE27,899 TRUE;XBOOLEAN:func.2:2TRUE30,942 boolean;XBOOLEAN:attr.1:1boolean37,1017 'not';XBOOLEAN:func.3:3'not'54,1295 '&';XBOOLEAN:func.4:4'&'59,1389 'or';XBOOLEAN:func.5:5'or'73,1556 =>;XBOOLEAN:func.6:6=>82,1688 <=>;XBOOLEAN:func.7:7<=>95,1863 'nand';XBOOLEAN:func.8:8'nand'108,2033 'nor';XBOOLEAN:func.9:9'nor'112,2111 'xor';XBOOLEAN:func.10:10'xor'116,2190 '\';XBOOLEAN:func.11:11'\'120,2268 xcmplx_0.abs, ;XCMPLX_0:func.1:130,1126 complex;XCMPLX_0:attr.1:1complex34,1200 zero;XCMPLX_0:attr.0:2zero54,1445 zero;XCMPLX_0:attr.0:3zero59,1525 +;XCMPLX_0:func.2:2+66,1630 *;XCMPLX_0:func.3:3*72,1787 -;XCMPLX_0:func.4:4-88,2121 ";XCMPLX_0:func.5:5"93,2206 -;XCMPLX_0:func.6:6-102,2362 /;XCMPLX_0:func.7:7/105,2408 xreal_0.abs, real;XREAL_0:attr.1:1real31,1190 -';XREAL_0:func.1:1-'197,4201 xtuple_0.abs, pair;XTUPLE_0:attr.1:1pair29,997 `1;XTUPLE_0:func.1:1`146,1257 `2;XTUPLE_0:func.2:2`249,1322 [;XTUPLE_0:func.3:3[75,1709 triple;XTUPLE_0:attr.2:2triple81,1792 `1_3;XTUPLE_0:func.4:4`1_3100,2126 `2_3;XTUPLE_0:func.5:5`2_3103,2171 `3_3;XTUPLE_0:func.2:6`3_3110,2246 [;XTUPLE_0:func.6:7[131,2637 quadruple;XTUPLE_0:attr.3:3quadruple137,2726 `1_4;XTUPLE_0:func.7:8`1_4157,3103 `2_4;XTUPLE_0:func.8:9`2_4160,3151 `3_4;XTUPLE_0:func.5:10`3_4166,3228 `4_4;XTUPLE_0:func.2:11`4_4167,3254 proj1;XTUPLE_0:func.9:12proj1195,3756 proj2;XTUPLE_0:func.10:13proj2199,3838 proj1_3;XTUPLE_0:func.11:14proj1_3213,4071 proj2_3;XTUPLE_0:func.12:15proj2_3216,4139 proj3_3;XTUPLE_0:func.10:16proj3_3222,4236 proj1_4;XTUPLE_0:func.13:17proj1_4245,4697 proj2_4;XTUPLE_0:func.14:18proj2_4248,4765 proj3_4;XTUPLE_0:func.12:19proj3_4254,4864 proj4_4;XTUPLE_0:func.10:20proj4_4255,4899 xxreal_0.abs, ext-real;XXREAL_0:attr.1:1ext-real31,1033 +infty;XXREAL_0:func.1:1+infty47,1257 -infty;XXREAL_0:func.2:2-infty50,1304 ExtREAL;XXREAL_0:func.0:3ExtREAL56,1372 <=;XXREAL_0:pred.1:1<=68,1574 >=;XXREAL_0:pred.1:2>=83,1991 <;XXREAL_0:pred.1:3<84,2020 >;XXREAL_0:pred.1:4>85,2048 zero;XXREAL_0:attr.0:2zero138,2969 positive;XXREAL_0:attr.2:3positive143,3050 negative;XXREAL_0:attr.3:4negative146,3104 zero;XXREAL_0:attr.0:5zero149,3158 min;XXREAL_0:func.3:4min178,3888 max;XXREAL_0:func.4:5max184,3989 IFGT;XXREAL_0:func.5:6IFGT308,6471 xxreal_1.abs, [.;XXREAL_1:func.1:1[.43,1399 [.;XXREAL_1:func.2:2[.46,1466 ].;XXREAL_1:func.3:3].49,1532 ].;XXREAL_1:func.4:4].52,1598 xxreal_2.abs, UpperBound;XXREAL_2:mode.1:1UpperBound41,1662 LowerBound;XXREAL_2:mode.2:2LowerBound45,1757 sup;XXREAL_2:func.1:1sup53,1903 inf;XXREAL_2:func.2:2inf57,2029 left_end;XXREAL_2:attr.1:1left_end65,2206 right_end;XXREAL_2:attr.2:2right_end69,2266 min;XXREAL_2:func.2:3min127,3521 max;XXREAL_2:func.1:4max132,3607 min;XXREAL_2:func.2:5min137,3694 max;XXREAL_2:func.1:6max145,3845 bounded_below;XXREAL_2:attr.3:3bounded_below165,4156 bounded_above;XXREAL_2:attr.4:4bounded_above169,4257 real-bounded;XXREAL_2:attr.5:5real-bounded181,4482 interval;XXREAL_2:attr.6:6interval490,12012 xxreal_3.abs, <=;XXREAL_3:pred.0:1<=33,1157 +;XXREAL_3:func.1:1+63,1896 -;XXREAL_3:func.2:2-76,2245 -;XXREAL_3:func.3:3-86,2457 *;XXREAL_3:func.4:4*426,10914 ";XXREAL_3:func.5:5"446,11497 /;XXREAL_3:func.6:6/459,11774 yellow_0.abs, reflexive;YELLOW_0:attr.0:1reflexive40,1559 transitive;YELLOW_0:attr.0:2transitive47,1691 antisymmetric;YELLOW_0:attr.0:3antisymmetric50,1811 lower-bounded;YELLOW_0:attr.1:4lower-bounded135,4585 upper-bounded;YELLOW_0:attr.2:5upper-bounded139,4696 bounded;YELLOW_0:attr.3:6bounded147,4843 ex_sup_of;YELLOW_0:pred.1:1ex_sup_of170,5427 ex_inf_of;YELLOW_0:pred.2:2ex_inf_of177,5695 "\/";YELLOW_0:func.1:1"\/"244,8113 "/\";YELLOW_0:func.2:2"/\"249,8286 sup;YELLOW_0:func.1:3sup313,10610 inf;YELLOW_0:func.2:4inf314,10641 Bottom;YELLOW_0:func.3:5Bottom343,11490 Top;YELLOW_0:func.4:6Top346,11562 SubRelStr;YELLOW_0:mode.1:1SubRelStr410,13632 full;YELLOW_0:attr.4:7full420,13848 subrelstr;YELLOW_0:func.5:7subrelstr447,14506 meet-inheriting;YELLOW_0:attr.5:8meet-inheriting495,16004 join-inheriting;YELLOW_0:attr.6:9join-inheriting501,16195 infs-inheriting;YELLOW_0:attr.7:10infs-inheriting512,16459 sups-inheriting;YELLOW_0:attr.8:11sups-inheriting515,16592 yellow10.abs, is_a_complement_of;YELLOW10:pred.1:1is_a_complement_of120,4526 yellow11.abs, N_5;YELLOW11:func.1:1N_567,2172 M_3;YELLOW11:func.2:2M_378,2394 modular;YELLOW11:attr.1:1modular106,3392 [#;YELLOW11:func.3:3[#130,4020 interval;YELLOW11:attr.2:2interval139,4208 yellow12.abs, .;YELLOW12:func.1:1.155,6059 yellow13.abs, basis;YELLOW13:mode.1:1basis154,5064 basis;YELLOW13:mode.1:2basis163,5297 correct;YELLOW13:attr.1:1correct189,5947 basis;YELLOW13:mode.2:3basis223,6843 topological_semilattice;YELLOW13:attr.2:2topological_semilattice254,7587 yellow14.abs, directed-sups-preserving;YELLOW14:attr.0:1directed-sups-preserving68,2969 Function-yielding;YELLOW14:attr.1:2Function-yielding75,3170 .;YELLOW14:func.1:1.137,4788 .;YELLOW14:func.2:2.246,8382 yellow15.abs, MergeSequence;YELLOW15:func.1:1MergeSequence58,2309 Components;YELLOW15:func.2:2Components131,4937 in_general_position;YELLOW15:attr.1:1in_general_position163,5851 yellow16.abs, is_a_retraction_of;YELLOW16:pred.1:1is_a_retraction_of83,3350 is_an_UPS_retraction_of;YELLOW16:pred.2:2is_an_UPS_retraction_of89,3540 is_a_retract_of;YELLOW16:pred.3:3is_a_retract_of99,3768 is_an_UPS_retract_of;YELLOW16:pred.4:4is_an_UPS_retract_of103,3878 Poset-yielding;YELLOW16:attr.1:1Poset-yielding208,7706 pi;YELLOW16:func.1:1pi223,8028 .;YELLOW16:func.2:2.247,8526 inherits_sup_of;YELLOW16:pred.5:5inherits_sup_of309,11006 inherits_inf_of;YELLOW16:pred.6:6inherits_inf_of313,11116 yellow18.abs, one-to-one;YELLOW18:attr.1:1one-to-one209,9218 are_equivalent;YELLOW18:pred.1:1are_equivalent277,12170 are_opposite;YELLOW18:pred.2:2are_opposite332,14154 opp;YELLOW18:func.1:1opp383,16094 dualizing-func;YELLOW18:func.2:2dualizing-func402,16475 are_dual;YELLOW18:pred.3:3are_dual479,19301 para-functional;YELLOW18:attr.2:2para-functional511,20043 -carrier_of;YELLOW18:func.3:3-carrier_of524,20330 the_carrier_of;YELLOW18:func.3:4the_carrier_of534,20532 the_carrier_of;YELLOW18:func.3:5the_carrier_of540,20641 set-id-inheriting;YELLOW18:attr.3:3set-id-inheriting554,20965 concrete;YELLOW18:attr.4:4concrete567,21207 Concretized;YELLOW18:func.4:6Concretized748,28368 Concretization;YELLOW18:func.5:7Concretization800,30263 yellow19.abs, NeighborhoodSystem;YELLOW19:func.1:1NeighborhoodSystem47,2011 Subset;YELLOW19:mode.1:1Subset80,3083 a_filter;YELLOW19:func.2:2a_filter113,4127 a_net;YELLOW19:func.3:3a_net149,5130 Cauchy;YELLOW19:attr.1:1Cauchy294,10321 yellow_1.abs, RelIncl;YELLOW_1:func.1:1RelIncl61,2157 InclPoset;YELLOW_1:func.2:2InclPoset66,2231 BoolePoset;YELLOW_1:func.3:3BoolePoset86,2630 RelStr-yielding;YELLOW_1:attr.1:1RelStr-yielding200,5753 .;YELLOW_1:func.4:4.218,6127 product;YELLOW_1:func.5:5product224,6238 |^;YELLOW_1:func.6:6|^242,6709 MonMaps;YELLOW_1:func.7:7MonMaps306,8003 yellow20.abs, have_the_same_composition;YELLOW20:pred.1:1have_the_same_composition90,4130 Intersect;YELLOW20:func.1:1Intersect118,5186 Intersect;YELLOW20:func.2:2Intersect159,6788 incl;YELLOW20:func.3:3incl269,10646 |;YELLOW20:func.4:4|276,10821 |;YELLOW20:func.5:5|283,10997 are_isomorphic_under;YELLOW20:pred.2:2are_isomorphic_under341,13404 are_anti-isomorphic_under;YELLOW20:pred.3:3are_anti-isomorphic_under349,13847 yellow21.abs, as_1-sorted;YELLOW21:func.1:1as_1-sorted43,1917 POSETS;YELLOW21:func.2:2POSETS52,2057 carrier-underlaid;YELLOW21:attr.1:1carrier-underlaid70,2380 lattice-wise;YELLOW21:attr.2:2lattice-wise79,2569 with_complete_lattices;YELLOW21:attr.3:3with_complete_lattices89,2847 latt;YELLOW21:func.1:3latt128,4120 latt;YELLOW21:func.3:4latt134,4231 latt;YELLOW21:func.1:5latt142,4378 latt;YELLOW21:func.4:6latt148,4499 @;YELLOW21:func.5:7@156,4673 with_all_isomorphisms;YELLOW21:attr.4:4with_all_isomorphisms306,11715 upper-bounded;YELLOW21:attr.5:5upper-bounded358,13823 -UPS_category;YELLOW21:func.6:8-UPS_category431,15740 -CONT_category;YELLOW21:func.7:9-CONT_category508,17896 -ALG_category;YELLOW21:func.8:10-ALG_category518,18149 yellow_2.abs, <=;YELLOW_2:pred.1:1<=79,3184 >=;YELLOW_2:pred.1:2>=89,3402 Image;YELLOW_2:func.1:1Image101,3685 SupMap;YELLOW_2:func.2:2SupMap321,11006 IdsMap;YELLOW_2:func.3:3IdsMap344,11570 \\/;YELLOW_2:func.4:4\\/363,11971 //\;YELLOW_2:func.5:5//\366,12047 Sup;YELLOW_2:func.4:6Sup374,12221 Inf;YELLOW_2:func.5:7Inf375,12252 yellow_3.abs, [";YELLOW_3:func.1:1["111,4019 [";YELLOW_3:func.2:2["127,4526 [:;YELLOW_3:func.3:3[:132,4621 proj1;YELLOW_3:func.4:4proj1142,4882 proj2;YELLOW_3:func.5:5proj2143,4923 [:;YELLOW_3:func.6:6[:148,5045 [;YELLOW_3:func.7:7[153,5186 `1;YELLOW_3:func.8:8`1158,5311 `2;YELLOW_3:func.9:9`2159,5349 [:;YELLOW_3:func.10:10[:232,7302 [:;YELLOW_3:func.11:11[:251,7984 [:;YELLOW_3:func.12:12[:265,8503 [:;YELLOW_3:func.13:13[:279,9011 void;YELLOW_3:attr.1:1void293,9462 yellow_4.abs, is_finer_than;YELLOW_4:pred.1:1is_finer_than39,1512 is_coarser_than;YELLOW_4:pred.2:2is_coarser_than44,1645 is_finer_than;YELLOW_4:pred.3:3is_finer_than53,1857 is_coarser_than;YELLOW_4:pred.4:4is_coarser_than55,1907 "\/";YELLOW_4:func.1:1"\/"85,2788 "\/";YELLOW_4:func.2:2"\/"93,2997 "/\";YELLOW_4:func.3:3"/\"238,8038 "/\";YELLOW_4:func.4:4"/\"246,8246 yellow_5.abs, \;YELLOW_5:func.1:1\75,2522 \+\;YELLOW_5:func.2:2\+\82,2662 \+\;YELLOW_5:func.3:3\+\89,2839 meets;YELLOW_5:pred.1:1meets95,2949 misses;YELLOW_5:pred.1:2misses103,3081 misses;YELLOW_5:pred.1:3misses108,3199 meets;YELLOW_5:pred.2:4meets113,3319 yellow_6.abs, the_universe_of;YELLOW_6:func.1:1the_universe_of45,1979 yielding_non-empty_carriers;YELLOW_6:attr.0:1yielding_non-empty_carriers78,2669 yielding_non-empty_carriers;YELLOW_6:attr.0:2yielding_non-empty_carriers83,2788 directed;YELLOW_6:attr.0:3directed127,3709 .;YELLOW_6:func.2:2.145,4111 constant;YELLOW_6:attr.1:4constant169,4645 ConstantNet;YELLOW_6:func.3:3ConstantNet177,4803 SubNetStr;YELLOW_6:mode.1:1SubNetStr230,6223 full;YELLOW_6:attr.2:5full246,6697 the_value_of;YELLOW_6:func.4:4the_value_of292,7856 subnet;YELLOW_6:mode.2:2subnet306,8160 ";YELLOW_6:func.5:5"345,9425 NetUniv;YELLOW_6:func.6:6NetUniv372,10143 net_set;YELLOW_6:mode.3:3net_set388,10489 .;YELLOW_6:func.7:7.402,10889 Iterated;YELLOW_6:func.8:8Iterated434,11621 OpenNeighborhoods;YELLOW_6:func.9:9OpenNeighborhoods468,12903 Lim;YELLOW_6:func.10:10Lim501,13848 convergent;YELLOW_6:attr.3:6convergent532,14790 lim;YELLOW_6:func.11:11lim550,15127 Convergence-Class;YELLOW_6:mode.4:4Convergence-Class579,16039 Convergence;YELLOW_6:func.12:12Convergence592,16291 (CONSTANTS);YELLOW_6:attr.4:7(CONSTANTS)601,16537 (SUBNETS);YELLOW_6:attr.5:8(SUBNETS)606,16670 (DIVERGENCE);YELLOW_6:attr.6:9(DIVERGENCE)611,16842 (ITERATED_LIMITS);YELLOW_6:attr.7:10(ITERATED_LIMITS)617,17060 ConvergenceSpace;YELLOW_6:func.13:13ConvergenceSpace633,17508 topological;YELLOW_6:attr.8:11topological658,18228 yellow_7.abs, opp;YELLOW_7:func.0:1opp37,1585 ComplMap;YELLOW_7:func.1:2ComplMap235,7172 ..;YELLOW_7:func.2:3..293,9197 yellow_8.abs, -quasi_basis;YELLOW_8:attr.1:1-quasi_basis86,3031 Basis;YELLOW_8:mode.0:1Basis101,3383 Baire;YELLOW_8:attr.2:2Baire120,4030 irreducible;YELLOW_8:attr.3:3irreducible137,4543 is_dense_point_of;YELLOW_8:pred.1:1is_dense_point_of153,4900 sober;YELLOW_8:attr.4:4sober174,5380 CofinTop;YELLOW_8:func.1:1CofinTop226,6699 yellow_9.abs, incl;YELLOW_9:func.1:1incl111,4163 +id;YELLOW_9:func.2:2+id125,4440 opp+id;YELLOW_9:func.3:3opp+id129,4561 TopAugmentation;YELLOW_9:mode.1:1TopAugmentation362,12351 correct;YELLOW_9:attr.0:1correct371,12525 TopExtension;YELLOW_9:mode.2:2TopExtension458,14827 Refinement;YELLOW_9:mode.3:3Refinement476,15243 yoneda_1.abs, EnsHom;YONEDA_1:func.1:1EnsHom38,1338 <|;YONEDA_1:func.2:2<|50,1633 <|;YONEDA_1:func.3:3<|61,1850 Yoneda;YONEDA_1:func.4:4Yoneda73,2206 .;YONEDA_1:func.5:5.84,2482 faithful;YONEDA_1:attr.1:1faithful96,2763 full;YONEDA_1:attr.2:2full120,3280 zf_colla.abs, Collapse;ZF_COLLA:func.1:1Collapse38,1296 is_epsilon-isomorphism_of;ZF_COLLA:pred.1:1is_epsilon-isomorphism_of79,2316 are_epsilon-isomorphic;ZF_COLLA:pred.2:2are_epsilon-isomorphic88,2543 zf_fund1.abs, (#);ZF_FUND1:func.1:1(#)55,1967 decode;ZF_FUND1:func.2:2decode59,2037 x".;ZF_FUND1:func.3:3x".67,2182 code;ZF_FUND1:func.4:4code75,2292 Diagram;ZF_FUND1:func.5:5Diagram87,2474 closed_wrt_A1;ZF_FUND1:attr.1:1closed_wrt_A195,2618 closed_wrt_A2;ZF_FUND1:attr.2:2closed_wrt_A2100,2772 closed_wrt_A3;ZF_FUND1:attr.3:3closed_wrt_A3104,2870 closed_wrt_A4;ZF_FUND1:attr.4:4closed_wrt_A4108,2959 closed_wrt_A5;ZF_FUND1:attr.5:5closed_wrt_A5112,3079 closed_wrt_A6;ZF_FUND1:attr.6:6closed_wrt_A6116,3198 closed_wrt_A7;ZF_FUND1:attr.7:7closed_wrt_A7120,3314 closed_wrt_A1-A7;ZF_FUND1:attr.8:8closed_wrt_A1-A7128,3461 zf_fund2.abs, Section;ZF_FUND2:func.1:1Section48,1882 predicatively_closed;ZF_FUND2:attr.1:1predicatively_closed57,2029 zf_lang1.abs, !;ZF_LANG1:func.1:1!303,9513 /;ZF_LANG1:func.0:2/311,9676 /;ZF_LANG1:func.2:3/317,9813 variables_in;ZF_LANG1:func.3:4variables_in547,15450 variables_in;ZF_LANG1:func.4:5variables_in605,16827 /;ZF_LANG1:func.5:6/610,16916 /;ZF_LANG1:func.6:7/641,17828 zf_lang.abs, VAR;ZF_LANG:func.1:1VAR41,1398 Variable;ZF_LANG:mode.0:1Variable51,1532 x.;ZF_LANG:func.2:2x.56,1593 <*;ZF_LANG:func.3:3<*67,1745 '=';ZF_LANG:func.4:4'='72,1818 'in';ZF_LANG:func.5:5'in'75,1900 'not';ZF_LANG:func.6:6'not'88,2141 '&';ZF_LANG:func.7:7'&'92,2222 All;ZF_LANG:func.8:8All99,2324 WFF;ZF_LANG:func.9:9WFF110,2541 ZF-formula-like;ZF_LANG:attr.1:1ZF-formula-like124,3144 ZF-formula;ZF_LANG:mode.0:2ZF-formula135,3307 being_equality;ZF_LANG:attr.2:2being_equality167,3831 being_membership;ZF_LANG:attr.3:3being_membership171,3908 negative;ZF_LANG:attr.4:4negative175,3988 conjunctive;ZF_LANG:attr.5:5conjunctive179,4059 universal;ZF_LANG:attr.6:6universal183,4133 atomic;ZF_LANG:attr.7:7atomic197,4502 'or';ZF_LANG:func.10:10'or'205,4622 =>;ZF_LANG:func.11:11=>208,4707 <=>;ZF_LANG:func.12:12<=>215,4813 Ex;ZF_LANG:func.13:13Ex222,4920 disjunctive;ZF_LANG:attr.8:8disjunctive229,5024 conditional;ZF_LANG:attr.9:9conditional233,5099 biconditional;ZF_LANG:attr.10:10biconditional237,5172 existential;ZF_LANG:attr.11:11existential241,5248 All;ZF_LANG:func.14:14All254,5572 Ex;ZF_LANG:func.15:15Ex257,5648 All;ZF_LANG:func.16:16All267,5835 Ex;ZF_LANG:func.17:17Ex270,5915 Var1;ZF_LANG:func.18:18Var1369,8017 Var2;ZF_LANG:func.19:19Var2373,8076 the_argument_of;ZF_LANG:func.20:20the_argument_of392,8419 the_left_argument_of;ZF_LANG:func.21:21the_left_argument_of402,8573 the_right_argument_of;ZF_LANG:func.22:22the_right_argument_of406,8722 bound_in;ZF_LANG:func.23:23bound_in432,9489 the_scope_of;ZF_LANG:func.24:24the_scope_of436,9622 the_antecedent_of;ZF_LANG:func.25:25the_antecedent_of460,10271 the_consequent_of;ZF_LANG:func.26:26the_consequent_of464,10362 the_left_side_of;ZF_LANG:func.27:27the_left_side_of481,10762 the_right_side_of;ZF_LANG:func.28:28the_right_side_of485,10853 is_immediate_constituent_of;ZF_LANG:pred.1:1is_immediate_constituent_of504,11291 is_subformula_of;ZF_LANG:pred.2:2is_subformula_of549,12389 is_proper_subformula_of;ZF_LANG:pred.3:3is_proper_subformula_of562,12673 Subformulae;ZF_LANG:func.29:29Subformulae634,14519 zfmisc_1.abs, bool;ZFMISC_1:func.1:1bool35,999 [:;ZFMISC_1:func.2:2[:43,1090 [:;ZFMISC_1:func.3:3[:51,1222 [:;ZFMISC_1:func.4:4[:58,1325 are_mutually_different;ZFMISC_1:pred.1:1are_mutually_different492,10687 are_mutually_different;ZFMISC_1:pred.2:2are_mutually_different499,10832 are_mutually_different;ZFMISC_1:pred.3:3are_mutually_different508,11050 are_mutually_different;ZFMISC_1:pred.4:4are_mutually_different519,11324 are_mutually_different;ZFMISC_1:pred.5:5are_mutually_different528,11627 trivial;ZFMISC_1:attr.1:1trivial550,12224 zfmodel1.abs, def_func';ZFMODEL1:func.1:1def_func'89,3015 def_func;ZFMODEL1:func.2:2def_func106,3426 is_definable_in;ZFMODEL1:pred.1:1is_definable_in115,3585 is_parametrically_definable_in;ZFMODEL1:pred.2:2is_parametrically_definable_in119,3743 zf_model.abs, Free;ZF_MODEL:func.1:1Free105,5255 Free;ZF_MODEL:func.2:2Free120,5872 VAL;ZF_MODEL:func.3:3VAL134,6403 St;ZF_MODEL:func.4:4St152,6738 St;ZF_MODEL:func.5:5St170,7625 |=;ZF_MODEL:pred.1:1|=216,8973 |=;ZF_MODEL:pred.2:2|=263,10166 the_axiom_of_extensionality;ZF_MODEL:func.6:6the_axiom_of_extensionality275,10329 the_axiom_of_pairs;ZF_MODEL:func.7:7the_axiom_of_pairs279,10476 the_axiom_of_unions;ZF_MODEL:func.8:8the_axiom_of_unions283,10626 the_axiom_of_infinity;ZF_MODEL:func.9:9the_axiom_of_infinity287,10780 the_axiom_of_power_sets;ZF_MODEL:func.10:10the_axiom_of_power_sets292,10994 the_axiom_of_substitution_for;ZF_MODEL:func.11:11the_axiom_of_substitution_for300,11194 being_a_model_of_ZF;ZF_MODEL:attr.1:1being_a_model_of_ZF309,11422 zfrefle1.abs, |=;ZFREFLE1:pred.1:1|=42,1675 <==>;ZFREFLE1:pred.2:2<==>50,1793 is_elementary_subsystem_of;ZFREFLE1:pred.3:3is_elementary_subsystem_of55,1912 ZF-axioms;ZFREFLE1:func.1:1ZF-axioms63,2094 ZF-axioms;ZFREFLE1:func.2:2ZF-axioms73,2412 zf_refle.abs, union;ZF_REFLE:func.1:1union109,3750 union;ZF_REFLE:func.2:2union134,4267 \/;ZF_REFLE:func.3:3\/143,4506 Subclass;ZF_REFLE:mode.0:1Subclass153,4638 DOMAIN-yielding;ZF_REFLE:attr.1:1DOMAIN-yielding160,4741 DOMAIN-Sequence;ZF_REFLE:mode.0:2DOMAIN-Sequence173,4923 Union;ZF_REFLE:func.4:4Union179,5056 .;ZF_REFLE:func.5:5.181,5107 zmodul01.abs, Z_ModuleStruct;ZMODUL01:struct.1:1Z_ModuleStruct36,1695 VECTOR;ZMODUL01:mode.0:1VECTOR49,2009 *;ZMODUL01:func.1:1*60,2227 vector-distributive;ZMODUL01:attr.2:1vector-distributive73,2537 scalar-distributive;ZMODUL01:attr.3:2scalar-distributive76,2664 scalar-associative;ZMODUL01:attr.4:3scalar-associative79,2791 scalar-unital;ZMODUL01:attr.5:4scalar-unital82,2915 Trivial-Z_ModuleStruct;ZMODUL01:func.2:2Trivial-Z_ModuleStruct88,3027 Z_Module;ZMODUL01:mode.0:2Z_Module104,3441 Mult-cancelable;ZMODUL01:attr.6:5Mult-cancelable114,3735 linearly-closed;ZMODUL01:attr.7:6linearly-closed193,5655 Submodule;ZMODUL01:mode.1:3Submodule231,6590 (0).;ZMODUL01:func.3:3(0).345,9310 (Omega).;ZMODUL01:func.4:4(Omega).352,9428 +;ZMODUL01:func.5:5+377,9881 Coset;ZMODUL01:mode.2:4Coset384,9983 +;ZMODUL01:func.6:6+507,12739 /\;ZMODUL01:func.7:7/\515,12904 Submodules;ZMODUL01:func.8:8Submodules619,15598 is_the_direct_sum_of;ZMODUL01:pred.1:1is_the_direct_sum_of634,15884 with_Linear_Compl;ZMODUL01:attr.8:7with_Linear_Compl642,16066 Linear_Compl;ZMODUL01:mode.3:5Linear_Compl656,16367 |--;ZMODUL01:func.9:9|--725,18618 SubJoin;ZMODUL01:func.10:10SubJoin767,20060 SubMeet;ZMODUL01:func.11:11SubMeet774,20225 Int-mult-left;ZMODUL01:func.12:12Int-mult-left820,21534