ActedGroup 3.2-1 ActingGroup 3.2-2 AcyclicSubomplexOfPureCubicalComplex 29.1-33 Add 35.1-14 AddFreeWords 20.1-1 AddFreeWordsModP 20.1-2 AlexanderMatrix 31.1-5 AlexanderPolynomial 1.5-1 1.5-1 1.5-1 31.1-6 31.1-6 AlgebraicReduction 20.1-3 20.1-3 Append 35.1-15 AreIsomorphicGradedAlgebras 2.4-1 Array 35.1-1 ArrayAssign 35.1-8 ArrayAssignFunctions 35.1-9 ArrayDimension 35.1-3 ArrayDimensions 35.1-4 ArrayIterate 35.1-10 ArraySum 35.1-5 ArrayToPureCubicalComplex 29.1-1 ArrayValue 35.1-6 ArrayValueFunctions 35.1-7 AutomorphismGroupAsCatOneGroup 24.1-1 AutomorphismGroupQuandle 32.1-25 AutomorphismGroupQuandleAsPerm 32.1-24 BaerInvariant 15.1-1 BarCocomplexCoboundary 25.1-16 BarCode 11.1-16 BarCodeCompactDisplay 1.10-2 11.1-17 11.1-17 BarCodeDisplay 1.10-1 11.1-17 11.1-17 BarComplexBoundary 25.1-12 BarComplexEquivalence 25.1-14 BarResolutionBoundary 25.1-9 BarResolutionEquivalence 25.1-13 BarResolutionHomotopy 25.1-10 BettiNumber 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 1.5-2 Bettinumbers 10.1-13 28.1-3 28.1-3 29.1-16 29.1-16 BigStepLCS 39.1-2 BinaryArrayToTextFile 35.1-11 Bogomology 15.1-3 BogomolovMultiplier 15.1-2 15.1-2 BoundaryMap 1.3-1 38.1-1 BoundaryMatrix 38.1-2 BoundaryOfPureCubicalComplex 29.1-36 BoundingPureCubicalComplex 29.1-40 CategoricalEnrichment 34.2-1 CategoryName 34.2-9 CayleyGraphOfGroup 1.1-7 1.10-3 28.1-18 CayleyGraphOfGroupDisplay 17.1-1 17.1-1 CayleyMetric 1.2-1 33.1-1 33.1-1 CcGroup 3.1-1 19.1-1 CechComplexOfPureCubicalComplex 28.1-5 Centre 3.2-3 23.1-4 ChainComplex 1.7-1 1.7-1 1.7-1 1.7-1 1.7-1 9.1-1 28.1-4 29.1-21 30.1-4 ChainComplexEquivalence 1.7-2 ChainComplexOfPair 9.1-2 29.1-22 ChainComplexOfQuotient 1.7-3 ChainComplexOfRegularCWComplex 30.1-5 ChainComplexOfSimplicialGroup 25.1-5 ChainInclusionOfPureCubicalPair 29.1-24 ChainMap 1.7-4 1.7-4 1.7-4 ChainMapOfPureCubicalPairs 29.1-25 ChainMapOfSimplicialMap 28.1-23 ChevalleyEilenbergComplex 9.1-3 ChildClose 36.1-2 ChildCommand 36.1-3 ChildCreate 4.1-1 4.1-2 ChildFunction 37.1-1 ChildGet 36.1-7 ChildProcess 4.1-1 4.1-1 4.1-1 4.1-2 4.1-2 4.1-2 36.1-1 36.1-1 ChildPut 36.1-6 ChildRead 37.1-2 ChildReadEval 37.1-3 Classify 39.1-3 CliqueComplex 1.3-2 1.3-2 1.3-2 CochainComplex 1.7-5 1.7-5 1.7-5 1.7-5 1.7-5 Coclass 15.1-4 CocycleCondition 3.1-2 19.1-2 Cohomology 1.9-1 1.9-1 1.9-1 1.9-1 1.9-1 1.9-1 1.9-1 11.1-1 CohomologyModule 3.3-1 11.1-2 CohomologyPrimePart 11.1-3 ComplementOfFilteredPureCubicalComplex 29.1-49 ComplementOfPureCubicalComplex 29.1-42 Compose 39.1-5 CompositionEqualityAdditionMinus 34.2-10 CompositionSeriesOfFpGModules 21.1-1 ConcentricFiltration 1.3-3 ConjugatedResolution 5.1-27 ConjugationQuandle 32.1-8 ConnectedQuandle 32.1-17 ConnectedQuandles 32.1-16 ContractCubicalComplex 29.1-29 ContractedComplex 1.4-1 1.4-1 1.4-1 1.4-1 1.4-1 1.4-1 1.4-1 1.4-1 1.4-1 1.4-1 29.1-27 ContractGraph 28.1-20 ContractibleGcomplex 18.1-2 ContractibleSubcomplex 1.4-2 1.4-2 1.4-2 ContractibleSubcomplexOfSimplicialComplex 28.1-13 ContractibleSubomplexOfPureCubicalComplex 29.1-32 ContractPureCubicalComplex 29.1-26 CoreducedChainComplex 9.1-7 9.1-7 CountingBaryCentricSubdividedCells 27.1-10 CountingCellsOfACellComplex 27.1-8 CountingControlledSubdividedCells 27.1-9 CoxeterComplex 18.1-1 18.1-1 CoxeterDiagramComponents 26.1-1 CoxeterDiagramDegree 26.1-2 CoxeterDiagramDisplay 26.1-3 26.1-3 CoxeterDiagramFpArtinGroup 26.1-4 CoxeterDiagramFpCoxeterGroup 26.1-5 CoxeterDiagramIsSpherical 26.1-6 CoxeterDiagramMatrix 26.1-7 CoxeterDiagramVertices 26.1-9 CoxeterSubDiagram 26.1-8 CriticalCells 1.7-6 CriticalCellsOfRegularCWComplex 30.1-3 30.1-3 CropPureCubicalComplex 29.1-39 CubicalComplex 1.1-2 CubicalComplexToRegularCWComplex 30.1-2 30.1-2 CupProduct 1.9-2 1.9-2 Dendrogram 29.1-45 DendrogramDisplay 29.1-46 DendrogramMat 1.6-1 DendrogramToPersistenceMat 29.1-47 DesuspensionFpGModule 21.1-6 21.1-6 DesuspensionMtxModule 22.1-1 DiagonalApproximation 1.7-7 Dimension 29.1-12 38.1-3 38.1-3 DirectProduct 1.3-4 1.3-4 DirectProductGog 23.1-5 23.1-5 DirectProductOfPureCubicalComplexes 29.1-17 DirectSumOfFpGModules 21.1-2 21.1-2 Display 1.10-4 1.10-4 1.10-4 DisplayArcPresentation 1.10-5 DisplayAvailableCellComplexes 27.1-4 DisplayCSVKnotFile 1.10-6 DisplayDendrogram 1.10-7 DisplayDendrogramMat 1.10-8 DisplayPDBfile 1.10-9 DVFReducedCubicalComplex 29.1-30 EfficientNormalSubgroups 12.1-1 12.1-1 EilenbergMacLaneSimplicialGroup 25.1-2 EilenbergMacLaneSimplicialGroupMap 25.1-3 EpiCentre 15.1-5 15.1-5 EquivariantChainMap 2.1-1 7.1-1 EquivariantEuclideanSpace 1.1-8 EquivariantEulerCharacteristic 27.1-7 EquivariantOrbitPolytope 1.1-9 EquivariantSpectralSequencePage 27.1-11 EquivariantTwoComplex 1.1-10 EuclideanApproximatedMetric 33.1-5 EuclideanMetric 1.2-2 EuclideanSquaredMetric 1.2-3 33.1-4 EulerCharacteristic 1.5-3 1.5-3 1.5-3 1.5-3 1.5-3 1.5-3 28.1-9 29.1-19 EulerIntegral 1.5-4 EvaluateProperty 38.1-4 EvenSubgroup 26.1-10 ExcisedPureCubicalPair 29.1-23 ExpansionOfRationalFunction 12.1-2 ExportHapCellcomplexToDisk 27.1-12 ExtendScalars 8.1-1 FilteredTensorWithIntegers 1.8-1 8.1-10 FilteredTensorWithIntegersModP 1.8-2 FiltrationTerm 1.3-5 1.3-5 FirstQuandleAxiomIsSatisfied 32.1-9 FpG_to_MtxModule 22.1-2 FpGModule 21.1-3 21.1-3 FpGModuleDualBasis 21.1-4 FpGModuleHomomorphism 21.1-5 FpGModuleHomomorphismNC 21.1-5 FrameArray 35.1-12 FramedPureCubicalComplex 29.1-3 FreeGResolution 2.1-2 5.1-3 5.1-3 FundamentalDomainStandardSpaceGroup 18.1-5 FundamentalGroup 1.5-5 1.5-5 1.5-5 1.5-5 1.5-5 1.5-5 1.5-5 30.1-6 30.1-6 FundamentalGroupOfQuotient 1.5-6 GaussCodeKnot 32.1-4 GeneratorsOfFpGModule 21.1-9 GeneratorsOfMtxModule 22.1-3 GOuterGroup 3.2-4 3.2-4 23.1-1 23.1-1 GOuterGroupHomomorphismNC 23.1-2 23.1-2 GOuterHomomorphismTester 23.1-3 Graph 1.3-6 1.3-6 GraphDisplay 28.1-21 GraphOfGroups 26.1-13 GraphOfGroupsDisplay 26.1-11 26.1-11 GraphOfGroupsTest 26.1-15 GraphOfResolutions 26.1-12 GraphOfResolutionsDisplay 26.1-14 GraphOfSimplicialComplex 28.1-12 GroupAlgebraAsFpGModule 2.6-1 21.1-11 GroupCohomology 2.5-1 2.5-1 11.1-4 11.1-4 GroupHomology 2.5-2 2.5-2 11.1-5 11.1-5 GroupHomologyOfCommutativeDiagram 34.1-4 34.1-4 34.1-4 GroupOfResolution 38.1-5 HammingMetric 1.2-4 33.1-2 33.1-2 HAPcopyright 39.1-6 HAPDerivation 2.4-2 HAPPrintTo 36.1-8 HAPRead 36.1-9 HasInitialObject 34.2-5 HasTerminalObject 34.2-6 HilbertPoincareSeries 2.4-3 Homology 1.9-3 1.9-3 1.9-3 1.9-3 1.9-3 1.9-3 1.9-3 11.1-18 28.1-1 28.1-1 29.1-15 29.1-15 HomologyOfDerivation 2.4-4 HomologyPb 11.1-19 HomologyPrimePart 11.1-21 HomologyVectorSpace 11.1-20 HomomorphismChainToCommutativeDiagram 34.1-1 HomotopyEquivalentMaximalPureCubicalSubcomplex 29.1-34 HomotopyEquivalentMinimalPureCubicalSubcomplex 29.1-35 HomotopyGraph 1.3-7 HomotopyGroup 24.1-2 25.1-7 HomotopyModule 24.1-3 HomToGModule 3.3-2 8.1-6 HomToIntegers 1.8-3 1.8-3 1.8-3 2.3-1 2.3-1 2.3-1 8.1-2 HomToIntegersModP 8.1-3 HomToIntegralModule 2.3-2 8.1-4 IdConnectedQuandle 32.1-18 IdentityAmongRelatorsDisplay 17.1-2 17.1-2 IdentityArrow 34.2-2 IdQuandle 32.1-13 ImageOfFpGModuleHomomorphism 21.1-10 IncidenceMatrixToGraph 28.1-17 InduceScalars 8.1-7 InitialArrow 34.2-3 IntegralCohomologyGenerators 2.4-5 IntegralCupProduct 13.1-1 13.1-1 IntegralRingGenerators 13.1-2 IntersectionOfFpGModules 21.1-12 IsAspherical 1.5-7 17.1-3 IsAvailableChild 36.1-5 IsCategoryArrow 34.2-14 IsCategoryObject 34.2-13 IsConnectedQuandle 32.1-15 IsFpGModuleHomomorphismData 21.1-13 IsLatin 32.1-14 IsLieAlgebraHomomorphism 39.1-7 IsPNormal 27.1-2 IsQuandle 32.1-10 IsQuandleEnvelope 32.1-19 IsSuperperfect 39.1-8 KendallMetric 1.2-5 33.1-3 33.1-3 KnotGroup 1.5-8 1.5-8 31.1-4 KnotInvariantCedric 32.1-21 KnotReflection 1.4-3 KnotSum 1.4-4 31.1-3 LefschetzNumber 9.1-9 LeibnizAlgebraHomology 11.1-22 LeibnizComplex 2.2-1 9.1-4 LeibnizQuasiCoveringHomomorphism 16.1-2 Length 38.1-6 LHSSpectralSequence 2.4-6 LHSSpectralSequenceLastSheet 2.4-7 LieAlgebraHomology 11.1-23 LieCoveringHomomorphism 16.1-1 LieEpiCentre 16.1-3 LieExteriorSquare 16.1-4 LieTensorCentre 16.1-6 LieTensorSquare 16.1-5 LinearHomomorphismsPersistenceMat 39.1-12 ListToPseudoList 35.1-16 LowerCentralSeriesLieAlgebra 8.1-8 8.1-8 MakeHAPManual 39.1-9 ManhattanMetric 1.2-6 33.1-6 Map 38.1-7 Mapping 34.2-12 MaximalSimplicesToSimplicialComplex 28.1-10 MaximalSubmoduleOfFpGModule 21.1-14 MaximalSubmodulesOfFpGModule 21.1-15 Mod2CohomologyRingPresentation 2.4-10 2.4-10 2.4-10 2.4-10 13.1-6 13.1-6 13.1-6 13.1-6 14.1-1 14.1-1 14.1-1 14.1-1 ModPCohomologyGenerators 2.4-8 2.4-8 13.1-3 13.1-3 ModPCohomologyRing 2.4-9 2.4-9 2.4-9 2.4-9 13.1-4 13.1-4 13.1-4 13.1-4 ModPRingGenerators 13.1-5 ModuleAsCatOneGroup 24.1-5 MooreComplex 24.1-6 25.1-4 MorseFiltration 29.1-41 29.1-41 MultipleOfFpGModule 21.1-16 MultiplyWord 20.1-4 Negate 20.1-5 NegateWord 20.1-6 Nerve 1.3-8 1.3-8 1.3-8 1.3-8 NerveOfCatOneGroup 25.1-1 NerveOfCommutativeDiagram 34.1-3 NextAvailableChild 36.1-4 NonabelianExteriorProduct 15.1-6 NonabelianSymmetricKernel 15.1-7 15.1-7 NonabelianSymmetricSquare 15.1-8 15.1-8 NonabelianTensorProduct 15.1-9 NonabelianTensorSquare 15.1-10 15.1-10 NormalSeriesToQuotientDiagram 34.1-2 34.1-2 NormalSeriesToQuotientHomomorphisms 39.1-13 NormalSubgroupAsCatOneGroup 24.1-7 NumberOfHomomorphisms 32.1-6 Object 34.2-11 OrbitPolytope 1.10-10 18.1-6 OrientRegularCWComplex 1.4-5 ParallelList 37.1-4 PartitionedNumberOfHomomorphisms 32.1-7 PathComponent 1.4-6 1.4-6 1.4-6 PathComponentOfPureCubicalComplex 29.1-20 PathComponentsOfGraph 28.1-19 PathComponentsOfSimplicialComplex 28.1-14 PD2GC 32.1-2 PermGroupToFilteredGraph 33.1-10 PermToMatrixGroup 39.1-10 PermuteArray 35.1-2 PersistentBettiNumbers 1.5-10 1.5-10 1.5-10 1.5-10 1.5-10 1.5-10 1.5-10 1.5-10 1.5-10 1.5-10 PersistentCohomologyOfQuotientGroupSeries 11.1-7 11.1-7 PersistentHomologyOfCommutativeDiagramOfPGroups 11.1-11 34.1-5 PersistentHomologyOfFilteredChainComplex 11.1-10 PersistentHomologyOfFilteredPureCubicalComplex 11.1-12 29.1-50 PersistentHomologyOfPureCubicalComplex 11.1-13 PersistentHomologyOfQuotientGroupSeries 11.1-6 11.1-6 PersistentHomologyOfSubGroupSeries 11.1-9 11.1-9 PiZero 1.5-9 1.5-9 1.5-9 PlanarDiagramKnot 32.1-3 PoincareSeries 2.5-4 2.5-4 2.5-4 2.5-4 2.5-5 2.5-5 2.5-5 2.5-5 12.1-3 12.1-3 12.1-3 12.1-3 PoincareSeriesLHS 12.1-5 14.1-2 PoincareSeriesPrimePart 12.1-4 PolytopalComplex 18.1-7 18.1-7 PolytopalGenerators 18.1-8 Prank 12.1-6 PresentationKnotQuandle 32.1-1 PresentationKnotQuandleKnot 32.1-5 PresentationOfResolution 17.1-4 PrimePartDerivedFunctor 2.5-3 11.1-24 PrintZGword 20.1-7 ProjectedFpGModule 21.1-17 ProjectionOfPureCubicalComplex 31.1-7 PureComplexBoundary 1.4-7 1.4-7 PureComplexComplement 1.4-8 1.4-8 PureComplexDifference 1.4-9 1.4-9 PureComplexIntersection 1.4-10 PureComplexInterstection 1.4-10 PureComplexThickened 1.4-11 1.4-11 PureComplexToSimplicialComplex 28.1-6 PureComplexUnion 1.4-12 1.4-12 PureCubicalComplex 1.1-3 29.1-2 PureCubicalComplexDifference 29.1-7 PureCubicalComplexIntersection 29.1-5 PureCubicalComplexToTextFile 29.1-43 PureCubicalComplexUnion 29.1-6 PureCubicalKnot 1.1-4 1.1-4 31.1-1 31.1-1 PurePermutahedralComplex 1.1-6 PurePermutahedralKnot 1.1-5 1.1-5 Quandle 32.1-12 QuandleQuandleEnvelope 32.1-20 Quandles 32.1-11 QuasiIsomorph 24.1-4 QuillenComplex 1.1-11 28.1-15 QuotientOfContractibleGcomplex 18.1-3 Radical 2.6-2 RadicalOfFpGModule 21.1-7 RadicalSeries 2.6-3 2.6-3 RadicalSeriesOfFpGModule 21.1-8 RandomCubeOfPureCubicalComplex 29.1-4 RandomHomomorphismOfFpGModules 21.1-18 RandomSimplicialGraph 1.1-13 RandomSimplicialTwoComplex 1.1-14 Rank 21.1-19 RankHomologyPGroup 2.5-6 11.1-25 11.1-25 11.1-25 RankMat 10.1-9 RankMatDestructive 10.1-8 RankPrimeHomology 11.1-26 ReadCSVfileAsPureCubicalKnot 1.1-15 1.1-15 1.1-15 1.1-15 ReadImageAsFilteredPureCubicalComplex 1.1-17 29.1-48 ReadImageAsPureCubicalComplex 1.1-16 29.1-8 ReadImageAsWeightFunction 1.1-18 ReadImageSequenceAsPureCubicalComplex 29.1-10 ReadLinkImageAsPureCubicalComplex 29.1-9 29.1-9 ReadPDBfileAsPureCubicalComplex 1.1-19 1.1-19 31.1-8 31.1-8 ReadPDBfileAsPurepermutahedralComplex 1.1-20 ReadPDBfileAsPurePermutahedralComplex 1.1-20 RecalculateIncidenceNumbers 5.1-28 ReducedSuspendedChainComplex 9.1-6 ReduceTorsionSubcomplex 27.1-6 RefineClassification 39.1-4 RegularCWComplex 1.3-9 1.3-9 1.3-9 1.3-9 1.3-9 1.3-9 RegularCWMap 1.3-10 RegularCWPolytope 1.1-1 1.1-1 1.1-21 1.1-21 RelativeSchurMultiplier 15.1-11 Representation of elements in the bar cocomplex 25.1-15 Representation of elements in the bar complex 25.1-11 Representation of elements in the bar resolution 25.1-8 ResolutionAbelianGroup 5.1-6 5.1-6 ResolutionAlmostCrystalGroup 5.1-7 ResolutionAlmostCrystalQuotient 5.1-8 5.1-8 ResolutionArithmeticGroup 5.1-2 ResolutionArtinGroup 5.1-9 ResolutionAsphericalPresentation 5.1-10 ResolutionBieberbachGroup 2.1-3 2.1-3 5.1-11 5.1-11 ResolutionBoundaryOfWord 20.1-9 ResolutionCoxeterGroup 5.1-12 ResolutionCubicalCrystGroup 2.1-4 ResolutionDirectProduct 5.1-13 5.1-13 ResolutionExtension 5.1-14 5.1-14 5.1-14 ResolutionFiniteDirectProduct 5.1-15 5.1-15 ResolutionFiniteExtension 5.1-16 5.1-16 5.1-16 ResolutionFiniteGroup 2.1-5 5.1-17 5.1-17 5.1-17 5.1-17 ResolutionFiniteSubgroup 5.1-18 5.1-18 ResolutionFpGModule 6.1-1 ResolutionGraphOfGroups 5.1-19 5.1-19 ResolutionGTree 5.1-4 ResolutionNilpotentGroup 2.1-6 5.1-20 5.1-20 ResolutionNormalSeries 2.1-7 5.1-21 5.1-21 5.1-21 ResolutionPrimePowerGroup 2.1-8 5.1-22 5.1-22 ResolutionSL2Z 2.1-9 5.1-5 ResolutionSmallFpGroup 5.1-23 5.1-23 ResolutionSmallGroup 2.1-10 2.1-10 ResolutionSubgroup 2.1-11 5.1-24 ResolutionSubnormalSeries 5.1-25 RestrictedEquivariantCWComplex 1.1-12 ReverseSparseMat 10.1-3 RightMultiplicationGroup 32.1-23 RightMultiplicationGroupAsPerm 32.1-22 RigidFacetsSubdivision 27.1-1 RipsChainComplex 28.1-7 RipsHomology 11.1-15 11.1-15 28.1-2 28.1-2 ScatterPlot 1.10-11 SecondQuandleAxiomIsSatisfied 32.1-9 SimplicialComplex 1.1-22 SimplicialComplexToRegularCWComplex 30.1-1 SimplicialGroupMap 25.1-6 SimplicialMap 28.1-22 SimplicialMapNC 28.1-22 SimplicialNerveOfGraph 28.1-24 SimplifiedComplex 1.4-13 1.4-13 1.4-13 1.4-13 SingularitiesOfPureCubicalComplex 29.1-37 Size 1.7-8 1.7-8 1.7-8 1.7-8 29.1-11 SkeletonOfCubicalComplex 29.1-31 SkeletonOfSimplicialComplex 28.1-11 SL2Z 39.1-1 39.1-1 SolutionsMatDestructive 39.1-11 Source 34.2-7 38.1-8 SparseBoundaryMatrix 10.1-12 SparseChainComplex 10.1-10 SparseChainComplexOfRegularCWComplex 10.1-11 SparseMat 10.1-1 SparseRowAdd 10.1-6 SparseRowInterchange 10.1-5 SparseRowMult 10.1-4 SparseSemiEchelon 10.1-7 StandardCocycle 3.1-3 3.1-3 19.1-3 19.1-3 SumOfFpGModules 21.1-20 SumOp 21.1-21 SuspendedChainComplex 9.1-5 SuspensionOfPureCubicalComplex 29.1-18 SymmetricMatDisplay 33.1-8 33.1-8 SymmetricMatrixToFilteredGraph 1.1-23 1.1-23 33.1-9 SymmetricMatrixToGraph 1.1-24 SymmetricMatrixToIncidenceMatrix 28.1-16 28.1-16 Syzygy 19.1-4 Target 34.2-8 38.1-9 TensorCentre 15.1-12 TensorProductOfChainComplexes 9.1-8 TensorWithIntegers 2.3-3 2.3-3 8.1-9 TensorWithIntegersModP 1.8-4 1.8-4 1.8-4 2.3-4 2.3-4 2.3-4 8.1-12 TensorWithIntegralModule 8.1-5 TensorWithRationals 8.1-14 TensorWithTwistedIntegers 8.1-11 TensorWithTwistedIntegersModP 8.1-13 TerminalArrow 34.2-4 TestHap 39.1-14 ThickenedPureCubicalComplex 29.1-38 ThickeningFiltration 1.3-11 1.3-11 29.1-44 29.1-44 ThirdHomotopyGroupOfSuspensionB 15.1-13 15.1-13 ThirdQuandleAxiomIsSatisfied 32.1-9 TietzeReducedResolution 5.1-1 TietzeReduction 20.1-8 TorsionGeneratorsAbelianGroup 17.1-5 TorsionSubcomplex 27.1-3 TransposeOfSparseMat 10.1-2 TreeOfGroupsToContractibleGcomplex 26.1-16 TreeOfResolutionsToContractibleGcomplex 26.1-17 TruncatedGComplex 18.1-4 TwistedTensorProduct 5.1-26 UnframeArray 35.1-13 UniversalBarCode 11.1-8 11.1-8 UpperEpicentralSeries 15.1-14 VectorStabilizer 18.1-9 VectorsToFpGModuleWords 21.1-22 VectorsToSymmetricMatrix 1.2-7 1.2-7 28.1-8 28.1-8 33.1-7 33.1-7 ViewPureCubicalComplex 29.1-14 29.1-14 ViewPureCubicalKnot 31.1-2 VisualizeTorsionSkeleton 27.1-5 WritePureCubicalComplexAsImage 29.1-13 XmodToHAP 24.1-8 ZigZagContractedComplex 1.4-14 1.4-14 1.4-14 ZigZagContractedPureCubicalComplex 29.1-28 ZZPersistentHomologyOfPureCubicalComplex 11.1-14
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