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Index

homalg .-3
\*, TensorProduct 16.4-12
\*, constructor for ideal multiples 9.5-5
\*, copy a matrix over a different ring 6.2-8
\*, copy a matrix over a different ring (right) 6.2-8
\*, for composable matrices 6.5-12
\*, for ring elements and matrices 6.5-9
\*, transfer a module over a different ring 9.2-7
\*, transfer a module over a different ring (right) 9.2-7
\+, for matrices 6.5-10
\-, for matrices 6.5-11
\/, constructor for residue class rings 4.2-3
\=, for matrices 6.5-13
Add, to complexes given a map 11.5-1
Add, to complexes given a matrix 11.5-1
AddMat, ResidueClassRing F.2-11
AddMat, homalgTable entry D.1-13
AreEqualMatrices, ResidueClassRing F.3-1
AreEqualMatrices, homalgTable entry D.2-1
AsDifferentialObject, for homalg bigraded objects stemming from a bicomplex 14.2-2
BasisAlgorithmRespectsPrincipalIdeals 4.3-48
BasisOfColumnModule, ResidueClassRing F.1-2
BasisOfColumnModule, for matrices 6.5-18
BasisOfColumns, for matrices 6.5-34
BasisOfColumns, for pairs of matrices 6.5-34
BasisOfColumnsCoeff, ResidueClassRing F.1-8
BasisOfColumnsCoeff, for matrices 6.5-30
BasisOfRowModule, ResidueClassRing F.1-1
BasisOfRowModule, for matrices 6.5-17
BasisOfRows, for matrices 6.5-33
BasisOfRows, for pairs of matrices 6.5-33
BasisOfRowsCoeff, ResidueClassRing F.1-7
BasisOfRowsCoeff, for matrices 6.5-29
BettiDiagram, for complexes 11.4-1
BettiDiagram, for modules 9.4-17
ByASmallerPresentation, for bicomplexes 13.5-2
ByASmallerPresentation, for bigraded objects 14.4-1
ByASmallerPresentation, for chain maps 12.5-1
ByASmallerPresentation, for complexes 11.5-2
ByASmallerPresentation, for maps 10.5-2
ByASmallerPresentation, for modules 9.5-2
ByASmallerPresentation, for spectral sequences 15.4-1
CanBeUsedToDecideZeroEffectively 7.3-1
CastelnuovoMumfordRegularity 9.4-18
CertainColumns, ResidueClassRing F.2-5
CertainColumns, for matrices 6.5-4
CertainColumns, homalgTable entry D.1-7
CertainRows, ResidueClassRing F.2-4
CertainRows, for matrices 6.5-3
CertainRows, homalgTable entry D.1-6
CodegreeOfPurity 9.4-16
Codim 9.4-14
CoefficientsRing 4.4-17
Cokernel 16.4-2
CokernelEpi, for maps 10.4-4
CokernelNaturalGeneralizedIsomorphism, for maps 10.4-5
ColumnRankOfMatrix 6.4-12
Compose, ResidueClassRing F.2-13
Compose, homalgTable entry D.1-15
ComposeFunctors, constructor for functors given two functors 16.2-7
ConstructedAsAnIdeal 9.3-13
ConstructorForHomalgMatrices 4.4-6
ContainsAField 4.3-1
CoordinateRingOfGraph, for ring maps 5.4-4
CreateHomalgFunctor, constructor for functors 16.2-1
DecideZero, for matrices and relations 6.5-35
DecideZeroColumns, ResidueClassRing F.1-4
DecideZeroColumns, for pairs of matrices 6.5-20
DecideZeroColumnsEffectively, ResidueClassRing F.1-10
DecideZeroColumnsEffectively, for pairs of matrices 6.5-32
DecideZeroRows, ResidueClassRing F.1-3
DecideZeroRows, for pairs of matrices 6.5-19
DecideZeroRowsEffectively, ResidueClassRing F.1-9
DecideZeroRowsEffectively, for pairs of matrices 6.5-31
DefectOfExactness 16.4-8
DefectOfExactness, for homalg differential bigraded objects 14.2-3
DegreeOfMorphism, for maps 10.4-3
DegreeOfMorphism, for ring maps 5.4-3
DegreeOfTorsionFreeness 9.4-13
DegreesOfEntries 6.4-10
DegreesOfEntries, homalgTable entry D.2-9
Determinant, ResidueClassRing F.2-17
Determinant, homalgTable entry D.1-19
DeterminantMat 6.4-3
DiagMat, ResidueClassRing F.2-8
DiagMat, for matrices 6.5-7
DiagMat, homalgTable entry D.1-10
ElementaryDivisors 9.4-10
ElementaryRank 4.4-23
EmbeddingInSuperObject 9.4-4
Eval, for matrices created with AddMat E.4-13
Eval, for matrices created with CertainColumns E.4-7
Eval, for matrices created with CertainRows E.4-6
Eval, for matrices created with Compose E.4-15
Eval, for matrices created with DiagMat E.4-10
Eval, for matrices created with HomalgIdentityMatrix E.4-4
Eval, for matrices created with HomalgInitialIdentityMatrix E.4-2
Eval, for matrices created with HomalgInitialMatrix E.4-1
Eval, for matrices created with HomalgZeroMatrix E.4-3
Eval, for matrices created with Involution E.4-5
Eval, for matrices created with KroneckerMat E.4-11
Eval, for matrices created with LeftInverse E.4-16
Eval, for matrices created with MulMat E.4-12
Eval, for matrices created with RightInverse E.4-17
Eval, for matrices created with SubMat E.4-14
Eval, for matrices created with UnionOfColumns E.4-9
Eval, for matrices created with UnionOfRows E.4-8
Ext 16.4-14
FactorObject 9.4-5
FiniteFreeResolutionExists 9.3-4
FreeResolution 7.4-1
FullSubmodule 9.4-3
functor_Cokernel 16.4-1
functor_DefectOfExactness 16.4-7
Functor_Ext 16.4-13
Functor_Hom 16.4-9
Functor_HomHom 16.4-21
functor_ImageModule 16.4-3
functor_Kernel 16.4-5
Functor_LHomHom 16.4-22
Functor_LTensorProduct 16.4-19
Functor_RHom 16.4-17
Functor_TensorProduct 16.4-11
Functor_Tor 16.4-15
GeneralizedEmbeddingsInTotalDefects 15.3-2
GeneralizedEmbeddingsInTotalObjects 15.3-1
GeneralLinearRank 4.4-22
GenerateSameColumnModule, for pairs of matrices 6.5-45
GenerateSameRowModule, for pairs of matrices 6.5-44
Genesis 16.3-1
GetColumnIndependentUnitPositions, for matrices 6.5-14
GetColumnIndependentUnitPositions, homalgTable entry D.2-6
GetRowIndependentUnitPositions, for matrices 6.5-15
GetRowIndependentUnitPositions, homalgTable entry D.2-7
GetUnitPosition, for matrices 6.5-16
GetUnitPosition, homalgTable entry D.2-8
GlobalDimension 4.4-21
HasConstantRank 9.3-12
HasInvariantBasisProperty 4.3-18
HasLeftInvariantBasisProperty 4.3-19
HasRightInvariantBasisProperty 4.3-20
Hom 16.4-10
HomalgBicomplex, constructor for bicomplexes given a complex of complexes 13.2-1
HomalgBigradedObject, constructor for bigraded objects given a bicomplex 14.2-1
HomalgChainMap, constructor for chain maps given a map 12.2-1
HomalgCocomplex, constructor for cocomplexes given a chain map 11.2-2
HomalgCocomplex, constructor for cocomplexes given a complex 11.2-2
HomalgCocomplex, constructor for cocomplexes given a map 11.2-2
HomalgCocomplex, constructor for cocomplexes given a module 11.2-2
HomalgComplex, constructor for complexes given a chain map 11.2-1
HomalgComplex, constructor for complexes given a complex 11.2-1
HomalgComplex, constructor for complexes given a map 11.2-1
HomalgComplex, constructor for complexes given a module 11.2-1
HomalgDiagonalMatrix, constructor for diagonal matrices 6.2-7
HomalgFieldOfRationals, constructor for the field of rationals 4.2-2
HomalgFreeLeftModule, constructor for free left modules 9.2-3
HomalgFreeRightModule, constructor for free right modules 9.2-4
HomalgIdentityMap, constructor for identity maps 10.2-3
HomalgIdentityMatrix, constructor for identity matrices 6.2-4
HomalgInitialIdentityMatrix, constructor for initial quadratic matrices with ones on the diagonal 6.2-2
HomalgInitialMatrix, constructor for initial matrices filled with zeros 6.2-1
HomalgMap, constructor for maps 10.2-1
HomalgMap, constructor for maps between free modules 10.2-1
HomalgMatrix, constructor for matrices using a list 6.2-6
HomalgMatrix, constructor for matrices using a listlist 6.2-6
HomalgMatrix, constructor for matrices using a string of a list 6.2-6
HomalgMatrix, constructor for matrices using a string of a listlist 6.2-6
homalgMode G.2-1
HomalgRing, for maps 10.5-1
HomalgRing, for matrices 6.5-1
HomalgRing, for modules 9.5-1
HomalgRingOfIntegers, constructor for the integers 4.2-1
HomalgRingOfIntegers, constructor for the residue class rings of the integers 4.2-1
HomalgSpectralSequence, constructor for spectral sequences given a bicomplex 15.2-1
HomalgSpectralSequence, constructor for spectral sequences without a special sheet given a bicomplex 15.2-1
HomalgSpectralSequence, constructor for spectral sequences without bound and without a special sheet given a bicomplex 15.2-1
HomalgSpectralSequence, constructor for spectral sequences without bound given a bicomplex 15.2-1
homalgTable 4.4-3
HomalgVoidMatrix, constructor for void matrices 6.2-5
HomalgZeroLeftModule, constructor for zero left modules 9.2-5
HomalgZeroMap, constructor for zero maps 10.2-2
HomalgZeroMatrix, constructor for zero matrices 6.2-3
HomalgZeroRightModule, constructor for zero right modules 9.2-6
IdentityMatrix, ResidueClassRing F.2-2
IdentityMatrix, homalgTable entry D.1-4
IdentityMatrix, homalgTable entry for initial identity matrices D.1-2
ImageModule 16.4-4
ImageModuleEmb, for maps 10.4-9
ImageModuleEpi, for maps 10.4-10
ImageSubmodule, for maps 10.4-8
IndeterminateAntiCommutingVariablesOfExteriorRing 4.4-13
IndeterminateCoordinatesOfRingOfDerivations 4.4-11
IndeterminateDerivationsOfRingOfDerivations 4.4-12
IndeterminatesOfExteriorRing 4.4-14
IndeterminatesOfPolynomialRing 4.4-10
InsertObjectInMultiFunctor, constructor for functors given a multi-functor and an object 16.2-2
InstallDeltaFunctor 16.7-3
InstallFunctor 16.7-2
Involution, ResidueClassRing F.2-3
Involution, for matrices 6.5-2
Involution, homalgTable entry D.1-5
IsAcyclic 11.3-3
IsArtinian, for modules 9.3-7
IsArtinian, for rings 4.3-33
IsAutomorphism, for chain maps 12.3-12
IsAutomorphism, for maps 10.3-12
IsAutomorphism, for ring maps 5.3-6
IsBasisOfColumnsMatrix 6.3-22
IsBasisOfRowsMatrix 6.3-21
IsBezoutRing 4.3-7
IsBicocomplexOfFinitelyPresentedObjectsRep 13.1-3
IsBicomplex 13.3-2
IsBicomplexOfFinitelyPresentedObjectsRep 13.1-2
IsBigradedObjectOfFinitelyPresentedObjectsRep 14.1-5
IsBisequence 13.3-1
IsChainMapOfFinitelyPresentedObjectsRep 12.1-3
IsCochainMapOfFinitelyPresentedObjectsRep 12.1-4
IsCocomplexOfFinitelyPresentedObjectsRep 11.1-3
IsComplex 11.3-2
IsComplexOfFinitelyPresentedObjectsRep 11.1-2
IsCyclic 9.3-8
IsDedekindDomain 4.3-11
IsDiagonalMatrix 6.3-12
IsDiagonalMatrix, ResidueClassRing F.3-3
IsDiagonalMatrix, homalgTable entry D.2-3
IsDiscreteValuationRing 4.3-12
IsDivisionRingForHomalg 4.3-4
IsEmptyMatrix 6.3-11
IsEndowedWithDifferential 14.3-1
IsEpimorphism, for chain maps 12.3-8
IsEpimorphism, for maps 10.3-8
IsEpimorphism, for ring maps 5.3-4
IsExactSequence 11.3-7
IsExactTriangle 11.3-11
IsFieldForHomalg 4.3-3
IsFiniteFreePresentationRing 4.3-43
IsFinitelyPresentedModuleOrSubmoduleRep 9.1-2
IsFinitelyPresentedModuleRep 9.1-3
IsFinitelyPresentedSubmoduleRep 9.1-4
IsFree 9.3-1
IsFreePolynomialRing 4.3-13
IsGeneralizedEpimorphism, for chain maps 12.3-3
IsGeneralizedEpimorphism, for maps 10.3-3
IsGeneralizedIsomorphism, for chain maps 12.3-5
IsGeneralizedIsomorphism, for maps 10.3-5
IsGeneralizedMonomorphism, for chain maps 12.3-4
IsGeneralizedMonomorphism, for maps 10.3-4
IsGeneralizedMorphism, for chain maps 12.3-2
IsGeneralizedMorphism, for maps 10.3-2
IsGeneratorsOfFinitelyGeneratedModuleRep 8.1-4
IsGlobalDimensionFinite 4.3-15
IsGradedMorphism, for chain maps 12.3-13
IsGradedObject 11.3-6
IsHereditary 4.3-24
IsHermite 4.3-27
IsHolonomic 9.3-10
IsHomalgBicomplex 13.1-1
IsHomalgBigradedObject 14.1-1
IsHomalgBigradedObjectAssociatedToABicomplex 14.1-4
IsHomalgBigradedObjectAssociatedToAFilteredComplex 14.1-3
IsHomalgBigradedObjectAssociatedToAnExactCouple 14.1-2
IsHomalgChainMap 12.1-1
IsHomalgChainSelfMap 12.1-2
IsHomalgComplex 11.1-1
IsHomalgFunctor 16.1-1
IsHomalgFunctorRep 16.1-2
IsHomalgGenerators 8.1-1
IsHomalgGeneratorsOfLeftModule 8.1-2
IsHomalgGeneratorsOfRightModule 8.1-3
IsHomalgInternalMatrixRep 6.1-2
IsHomalgInternalRingRep 4.1-4
IsHomalgMap 10.1-1
IsHomalgMatrix 6.1-1
IsHomalgModule 9.1-1
IsHomalgRelations 7.1-1
IsHomalgRelationsOfLeftModule 7.1-2
IsHomalgRelationsOfRightModule 7.1-3
IsHomalgRing 4.1-1
IsHomalgRingElement 4.1-3
IsHomalgRingMap 5.1-1
IsHomalgRingMapRep 5.1-3
IsHomalgRingSelfMap 5.1-2
IsHomalgSelfMap 10.1-2
IsHomalgSpectralSequence 15.1-1
IsHomalgSpectralSequenceAssociatedToABicomplex 15.1-4
IsHomalgSpectralSequenceAssociatedToAFilteredComplex 15.1-3
IsHomalgSpectralSequenceAssociatedToAnExactCouple 15.1-2
IsIdentityMatrix 6.3-2
IsIdentityMatrix, ResidueClassRing F.3-2
IsIdentityMatrix, homalgTable entry D.2-2
IsIdentityMorphism, for chain maps 12.3-6
IsIdentityMorphism, for maps 10.3-6
IsIdentityMorphism, for ring maps 5.3-2
IsInitialIdentityMatrix 6.3-27
IsInitialMatrix 6.3-26
IsInjectivePresentation 7.3-2
IsIntegersForHomalg 4.3-5
IsIntegralDomain 4.3-23
IsIntegrallyClosedDomain 4.3-8
IsInvertibleMatrix 6.3-8
IsIsomorphism, for chain maps 12.3-11
IsIsomorphism, for maps 10.3-11
IsIsomorphism, for ring maps 5.3-5
IsKaplanskyHermite 4.3-10
IsLeftAcyclic 11.3-5
IsLeftArtinian 4.3-34
IsLeftFiniteFreePresentationRing 4.3-44
IsLeftGlobalDimensionFinite 4.3-16
IsLeftHereditary 4.3-25
IsLeftHermite 4.3-28
IsLeftInvertibleMatrix 6.3-9
IsLeftNoetherian 4.3-31
IsLeftOreDomain 4.3-37
IsLeftPrincipalIdealRing 4.3-40
IsLeftRegularMatrix 6.3-6
IsLocalRing 4.3-21
IsLowerStairCaseMatrix 6.3-19
IsLowerTriangularMatrix 6.3-15
IsMapOfFinitelyGeneratedModulesRep 10.1-3
IsMinusOne 4.3-49
IsMonomorphism, for chain maps 12.3-7
IsMonomorphism, for maps 10.3-7
IsMonomorphism, for ring maps 5.3-3
IsMorphism, for chain maps 12.3-1
IsMorphism, for maps 10.3-1
IsMorphism, for ring maps 5.3-1
IsMutableMatrix 6.3-25
IsNoetherian 4.3-30
IsOreDomain 4.3-36
IsPermutationMatrix 6.3-3
IsPreHomalgRing 4.1-2
IsPrimeIdeal 9.3-14
IsPrincipalIdealRing 4.3-39
IsProjective 9.3-3
IsPure 9.3-11
IsQuasiIsomorphism, for chain maps 12.3-14
IsRationalsForHomalg 4.3-2
IsReduced 8.3-1
IsReducedBasisOfColumnsMatrix 6.3-24
IsReducedBasisOfRowsMatrix 6.3-23
IsReflexive 9.3-5
IsRegular 4.3-42
IsRelationsOfFinitelyPresentedModuleRep 7.1-4
IsResidueClassRingOfTheIntegers 4.3-6
IsRightAcyclic 11.3-4
IsRightArtinian 4.3-35
IsRightFiniteFreePresentationRing 4.3-45
IsRightGlobalDimensionFinite 4.3-17
IsRightHereditary 4.3-26
IsRightHermite 4.3-29
IsRightInvertibleMatrix 6.3-10
IsRightNoetherian 4.3-32
IsRightOreDomain 4.3-38
IsRightPrincipalIdealRing 4.3-41
IsRightRegularMatrix 6.3-7
IsScalarlMatrix 6.3-13
IsSemiLocalRing 4.3-22
IsSemiSimpleRing 4.3-47
IsSequence 11.3-1
IsShortExactSequence 11.3-8
IsSimpleRing 4.3-46
IsSpecialSubidentityMatrix 6.3-4
IsSpectralCosequenceOfFinitelyPresentedObjectsRep 15.1-6
IsSpectralSequenceOfFinitelyPresentedObjectsRep 15.1-5
IsSplitEpimorphism, for chain maps 12.3-10
IsSplitEpimorphism, for maps 10.3-10
IsSplitMonomorphism, for chain maps 12.3-9
IsSplitMonomorphism, for maps 10.3-9
IsSplitShortExactSequence 11.3-9
IsStableSheet 14.3-2
IsStablyFree 9.3-2
IsStrictLowerTriangularMatrix 6.3-17
IsStrictUpperTriangularMatrix 6.3-16
IsSubidentityMatrix 6.3-5
IsTorsion 9.3-9
IsTorsionFree 9.3-6
IsTransposedWRTTheAssociatedComplex 13.3-3
IsTriangle 11.3-10
IsTriangularMatrix 6.3-20
IsUniqueFactorizationDomain 4.3-9
IsUpperStairCaseMatrix 6.3-18
IsUpperTriangularMatrix 6.3-14
IsVoidMatrix 6.3-28
IsWeylRing 4.3-14
IsZero, for matrices 6.3-1
IsZeroMatrix, ResidueClassRing F.2-14
IsZeroMatrix, homalgTable entry D.1-16
Kernel, for maps 16.4-6
Kernel, for ring maps 5.5-1
KernelEmb, for maps 10.4-7
KernelEmb, for ring maps 5.4-6
KernelSubmodule, for maps 10.4-6
KernelSubmodule, for ring maps 5.4-5
KroneckerMat, ResidueClassRing F.2-9
KroneckerMat, for matrices 6.5-8
KroneckerMat, homalgTable entry D.1-11
KrullDimension 4.4-18
LeftDerivedFunctor, constructor of the left derived functor of a covariant functor 16.2-6
LeftDivide, for pairs matrices and a set of relations 6.5-43
LeftDivide, for pairs of matrices 6.5-41
LeftDivide, for triples of matrices 6.5-43
LeftGlobalDimension 4.4-19
LeftInverse, for matrices 6.4-13
LeftPresentation, constructor for left modules 9.2-1
LeftSatelliteOfFunctor, constructor of the left satellite of a covariant functor 16.2-4
LeftSubmodule, constructor for left submodules 9.2-11
LTensorProduct 16.4-20
MatrixOfWeightsOfIndeterminates 4.4-16
MinusOne 4.4-9
MorphismAidMap, for maps 10.4-11
MulMat, ResidueClassRing F.2-10
MulMat, homalgTable entry D.1-12
NameOfFunctor 16.7-1
NatTrIdToHomHom_R, for maps 9.4-8
NonZeroColumns 6.4-7
NonZeroRows 6.4-6
NrColumns 6.4-2
NrColumns, ResidueClassRing F.2-16
NrColumns, homalgTable entry D.1-18
NrRows 6.4-1
NrRows, ResidueClassRing F.2-15
NrRows, homalgTable entry D.1-17
One, for homalg ring elements 4.4-2
One, for homalg rings 4.4-8
PositionOfFirstNonZeroEntryPerColumn 6.4-9
PositionOfFirstNonZeroEntryPerRow 6.4-8
PreInverse, for maps 10.5-3
PrimaryDecomposition 9.4-9
ProcedureToReadjustGenerators 8.4-1
ProjectiveDimension 9.4-12
PurityFiltration 9.4-15
Range, for chain maps 12.4-2
Range, for maps 10.4-2
Range, for ring maps 5.4-2
RankOfModule 9.4-11
ReducedBasisOfColumnModule, for matrices 6.5-26
ReducedBasisOfRowModule, for matrices 6.5-25
ReducedSyzygiesGeneratorsOfColumns, for matrices 6.5-28
ReducedSyzygiesGeneratorsOfRows, for matrices 6.5-27
ReducedSyzygiesOfColumns, for matrices 6.5-39
ReducedSyzygiesOfColumns, for pairs of matrices 6.5-39
ReducedSyzygiesOfRows, for matrices 6.5-38
ReducedSyzygiesOfRows, for pairs of matrices 6.5-38
RelativeSyzygiesGeneratorsOfColumns, ResidueClassRing F.1-12
RelativeSyzygiesGeneratorsOfRows, ResidueClassRing F.1-11
ResidueClassRing 9.4-6
RHom 16.4-18
RightDerivedCofunctor, constructor of the right derived functor of a contravariant functor 16.2-5
RightDivide, for pairs matrices and a set of relations 6.5-42
RightDivide, for pairs of matrices 6.5-40
RightDivide, for triples of matrices 6.5-42
RightGlobalDimension 4.4-20
RightInverse, for matrices 6.4-14
RightPresentation, constructor for right modules 9.2-2
RightSatelliteOfCofunctor, constructor of the right satellite of a contravariant functor 16.2-3
RightSubmodule, constructor for right submodules 9.2-12
RingElementConstructor 4.4-4
RingMap, constructor for ring maps 5.2-1
RowRankOfMatrix 6.4-11
Saturate, for ideals 9.5-7
Source, for chain maps 12.4-1
Source, for maps 10.4-1
Source, for ring maps 5.4-1
SpectralSequence, for bicomplexes 13.4-2
StableRank 4.4-24
SubMat, ResidueClassRing F.2-12
SubMat, homalgTable entry D.1-14
SubmoduleQuotient, for submodules 9.5-6
Subobject, constructor for submodules using a list of ring elements 9.2-10
Subobject, constructor for submodules using maps 9.2-8
Subobject, constructor for submodules using matrices 9.2-9
SuperObject, for submodules 9.5-4
SyzygiesGeneratorsOfColumns, ResidueClassRing F.1-6
SyzygiesGeneratorsOfColumns, for matrices 6.5-22
SyzygiesGeneratorsOfColumns, for pairs of matrices 6.5-24
SyzygiesGeneratorsOfRows, ResidueClassRing F.1-5
SyzygiesGeneratorsOfRows, for matrices 6.5-21
SyzygiesGeneratorsOfRows, for pairs of matrices 6.5-23
SyzygiesOfColumns, for matrices 6.5-37
SyzygiesOfColumns, for pairs of matrices 6.5-37
SyzygiesOfRows, for matrices 6.5-36
SyzygiesOfRows, for pairs of matrices 6.5-36
TensorProduct 16.4-12
TheIdentityMorphism 9.4-2
TheZeroMorphism 9.4-1
Tor 16.4-16
TotalComplex 13.4-1
TypeOfHomalgMatrix 4.4-5
UnderlyingComplex 13.5-1
UnderlyingObject, for submodules 9.5-3
UnderlyingSubobject 9.4-7
UnionOfColumns, ResidueClassRing F.2-7
UnionOfColumns, for matrices 6.5-6
UnionOfColumns, homalgTable entry D.1-9
UnionOfRows, ResidueClassRing F.2-6
UnionOfRows, for matrices 6.5-5
UnionOfRows, homalgTable entry D.1-8
WeightsOfIndeterminates 4.4-15
Zero, for homalg ring elements 4.4-1
Zero, for homalg rings 4.4-7
ZeroColumns 6.4-5
ZeroColumns, ResidueClassRing F.3-5
ZeroColumns, homalgTable entry D.2-5
ZeroMatrix, ResidueClassRing F.2-1
ZeroMatrix, homalgTable entry D.1-3
ZeroMatrix, homalgTable entry for initial matrices D.1-1
ZeroRows 6.4-4
ZeroRows, ResidueClassRing F.3-4
ZeroRows, homalgTable entry D.2-4

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