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