  
  
  [1XIndex[0X
  
  [2X\*[0X (TensorProduct)  16.4-12
  [2X\*[0X (copy a matrix over a different ring (right))  6.2-8
  [2X\*[0X (copy a matrix over a different ring)  6.2-8
  [2X\*[0X (for composable matrices)  6.5-12
  [2X\*[0X (for ring elements and matrices)  6.5-9
  [2X\*[0X (transfer a module over a different ring (right))  9.2-7
  [2X\*[0X (transfer a module over a different ring)  9.2-7
  [2X\*[0X (constructor for ideal multiples)  9.5-5
  [2X\+[0X (for matrices)  6.5-10
  [2X\-[0X (for matrices)  6.5-11
  [2X\/[0X (constructor for residue class rings)  4.2-3
  [2X\=[0X (for matrices)  6.5-13
  [2XAdd[0X (to complexes given a map)  11.5-1
  [2XAdd[0X (to complexes given a matrix)  11.5-1
  [2XAddMat[0X (homalgTable entry)  D.1-13
  [2XAddMat[0X (ResidueClassRing)  F.2-11
  [2XAreEqualMatrices[0X (homalgTable entry)  D.2-1
  [2XAreEqualMatrices[0X (ResidueClassRing)  F.3-1
  [2XAsDifferentialObject[0X (for homalg bigraded objects stemming from a bicomplex)  14.2-2
  [2XBasisAlgorithmRespectsPrincipalIdeals[0X  4.3-48
  [2XBasisOfColumnModule[0X (for matrices)  6.5-18
  [2XBasisOfColumnModule[0X (ResidueClassRing)  F.1-2
  [2XBasisOfColumns[0X (for matrices)  6.5-34
  [2XBasisOfColumns[0X (for pairs of matrices)  6.5-34
  [2XBasisOfColumnsCoeff[0X (for matrices)  6.5-30
  [2XBasisOfColumnsCoeff[0X (ResidueClassRing)  F.1-8
  [2XBasisOfRowModule[0X (for matrices)  6.5-17
  [2XBasisOfRowModule[0X (ResidueClassRing)  F.1-1
  [2XBasisOfRows[0X (for matrices)  6.5-33
  [2XBasisOfRows[0X (for pairs of matrices)  6.5-33
  [2XBasisOfRowsCoeff[0X (for matrices)  6.5-29
  [2XBasisOfRowsCoeff[0X (ResidueClassRing)  F.1-7
  [2XBettiDiagram[0X (for complexes)  11.4-1
  [2XBettiDiagram[0X (for modules)  9.4-17
  [2XByASmallerPresentation[0X (for maps)  10.5-2
  [2XByASmallerPresentation[0X (for complexes)  11.5-2
  [2XByASmallerPresentation[0X (for chain maps)  12.5-1
  [2XByASmallerPresentation[0X (for bicomplexes)  13.5-2
  [2XByASmallerPresentation[0X (for bigraded objects)  14.4-1
  [2XByASmallerPresentation[0X (for spectral sequences)  15.4-1
  [2XByASmallerPresentation[0X (for modules)  9.5-2
  [2XCanBeUsedToDecideZeroEffectively[0X  7.3-1
  [2XCastelnuovoMumfordRegularity[0X  9.4-18
  [2XCertainColumns[0X (for matrices)  6.5-4
  [2XCertainColumns[0X (homalgTable entry)  D.1-7
  [2XCertainColumns[0X (ResidueClassRing)  F.2-5
  [2XCertainRows[0X (for matrices)  6.5-3
  [2XCertainRows[0X (homalgTable entry)  D.1-6
  [2XCertainRows[0X (ResidueClassRing)  F.2-4
  [2XCodegreeOfPurity[0X  9.4-16
  [2XCodim[0X  9.4-14
  [2XCoefficientsRing[0X  4.4-17
  [2XCokernel[0X  16.4-2
  [2XCokernelEpi[0X (for maps)  10.4-4
  [2XCokernelNaturalGeneralizedIsomorphism[0X (for maps)  10.4-5
  [2XColumnRankOfMatrix[0X  6.4-12
  [2XCompose[0X (homalgTable entry)  D.1-15
  [2XCompose[0X (ResidueClassRing)  F.2-13
  [2XComposeFunctors[0X (constructor for functors given two functors)  16.2-7
  [2XConstructedAsAnIdeal[0X  9.3-13
  [2XConstructorForHomalgMatrices[0X  4.4-6
  [2XContainsAField[0X  4.3-1
  [2XCoordinateRingOfGraph[0X (for ring maps)  5.4-4
  [2XCreateHomalgFunctor[0X (constructor for functors)  16.2-1
  [2XDecideZero[0X (for matrices and relations)  6.5-35
  [2XDecideZeroColumns[0X (for pairs of matrices)  6.5-20
  [2XDecideZeroColumns[0X (ResidueClassRing)  F.1-4
  [2XDecideZeroColumnsEffectively[0X (for pairs of matrices)  6.5-32
  [2XDecideZeroColumnsEffectively[0X (ResidueClassRing)  F.1-10
  [2XDecideZeroRows[0X (for pairs of matrices)  6.5-19
  [2XDecideZeroRows[0X (ResidueClassRing)  F.1-3
  [2XDecideZeroRowsEffectively[0X (for pairs of matrices)  6.5-31
  [2XDecideZeroRowsEffectively[0X (ResidueClassRing)  F.1-9
  [2XDefectOfExactness[0X (for homalg differential bigraded objects)  14.2-3
  [2XDefectOfExactness[0X  16.4-8
  [2XDegreeOfMorphism[0X (for maps)  10.4-3
  [2XDegreeOfMorphism[0X (for ring maps)  5.4-3
  [2XDegreeOfTorsionFreeness[0X  9.4-13
  [2XDegreesOfEntries[0X  6.4-10
  [2XDegreesOfEntries[0X (homalgTable entry)  D.2-9
  [2XDeterminant[0X (homalgTable entry)  D.1-19
  [2XDeterminant[0X (ResidueClassRing)  F.2-17
  [2XDeterminantMat[0X  6.4-3
  [2XDiagMat[0X (for matrices)  6.5-7
  [2XDiagMat[0X (homalgTable entry)  D.1-10
  [2XDiagMat[0X (ResidueClassRing)  F.2-8
  [2XElementaryDivisors[0X  9.4-10
  [2XElementaryRank[0X  4.4-23
  [2XEmbeddingInSuperObject[0X  9.4-4
  [2XEval[0X (for matrices created with HomalgInitialMatrix)  E.4-1
  [2XEval[0X (for matrices created with DiagMat)  E.4-10
  [2XEval[0X (for matrices created with KroneckerMat)  E.4-11
  [2XEval[0X (for matrices created with MulMat)  E.4-12
  [2XEval[0X (for matrices created with AddMat)  E.4-13
  [2XEval[0X (for matrices created with SubMat)  E.4-14
  [2XEval[0X (for matrices created with Compose)  E.4-15
  [2XEval[0X (for matrices created with LeftInverse)  E.4-16
  [2XEval[0X (for matrices created with RightInverse)  E.4-17
  [2XEval[0X (for matrices created with HomalgInitialIdentityMatrix)  E.4-2
  [2XEval[0X (for matrices created with HomalgZeroMatrix)  E.4-3
  [2XEval[0X (for matrices created with HomalgIdentityMatrix)  E.4-4
  [2XEval[0X (for matrices created with Involution)  E.4-5
  [2XEval[0X (for matrices created with CertainRows)  E.4-6
  [2XEval[0X (for matrices created with CertainColumns)  E.4-7
  [2XEval[0X (for matrices created with UnionOfRows)  E.4-8
  [2XEval[0X (for matrices created with UnionOfColumns)  E.4-9
  [2XExt[0X  16.4-14
  [2XFactorObject[0X  9.4-5
  [2XFiniteFreeResolutionExists[0X  9.3-4
  [2XFreeResolution[0X  7.4-1
  [2XFullSubmodule[0X  9.4-3
  [2Xfunctor_Cokernel[0X  16.4-1
  [2Xfunctor_DefectOfExactness[0X  16.4-7
  [2XFunctor_Ext[0X  16.4-13
  [2XFunctor_Hom[0X  16.4-9
  [2XFunctor_HomHom[0X  16.4-21
  [2Xfunctor_ImageModule[0X  16.4-3
  [2Xfunctor_Kernel[0X  16.4-5
  [2XFunctor_LHomHom[0X  16.4-22
  [2XFunctor_LTensorProduct[0X  16.4-19
  [2XFunctor_RHom[0X  16.4-17
  [2XFunctor_TensorProduct[0X  16.4-11
  [2XFunctor_Tor[0X  16.4-15
  [2XGeneralizedEmbeddingsInTotalDefects[0X  15.3-2
  [2XGeneralizedEmbeddingsInTotalObjects[0X  15.3-1
  [2XGeneralLinearRank[0X  4.4-22
  [2XGenerateSameColumnModule[0X (for pairs of matrices)  6.5-45
  [2XGenerateSameRowModule[0X (for pairs of matrices)  6.5-44
  [2XGenesis[0X  16.3-1
  [2XGetColumnIndependentUnitPositions[0X (for matrices)  6.5-14
  [2XGetColumnIndependentUnitPositions[0X (homalgTable entry)  D.2-6
  [2XGetRowIndependentUnitPositions[0X (for matrices)  6.5-15
  [2XGetRowIndependentUnitPositions[0X (homalgTable entry)  D.2-7
  [2XGetUnitPosition[0X (for matrices)  6.5-16
  [2XGetUnitPosition[0X (homalgTable entry)  D.2-8
  [2XGlobalDimension[0X  4.4-21
  [2XHasConstantRank[0X  9.3-12
  [2XHasInvariantBasisProperty[0X  4.3-18
  [2XHasLeftInvariantBasisProperty[0X  4.3-19
  [2XHasRightInvariantBasisProperty[0X  4.3-20
  [2XHom[0X  16.4-10
  [5Xhomalg[0m  .-3
  [2XHomalgBicomplex[0X (constructor for bicomplexes given a complex of complexes)  13.2-1
  [2XHomalgBigradedObject[0X (constructor for bigraded objects given a bicomplex)  14.2-1
  [2XHomalgChainMap[0X (constructor for chain maps given a map)  12.2-1
  [2XHomalgCocomplex[0X (constructor for cocomplexes given a chain map)  11.2-2
  [2XHomalgCocomplex[0X (constructor for cocomplexes given a complex)  11.2-2
  [2XHomalgCocomplex[0X (constructor for cocomplexes given a map)  11.2-2
  [2XHomalgCocomplex[0X (constructor for cocomplexes given a module)  11.2-2
  [2XHomalgComplex[0X (constructor for complexes given a chain map)  11.2-1
  [2XHomalgComplex[0X (constructor for complexes given a complex)  11.2-1
  [2XHomalgComplex[0X (constructor for complexes given a map)  11.2-1
  [2XHomalgComplex[0X (constructor for complexes given a module)  11.2-1
  [2XHomalgDiagonalMatrix[0X (constructor for diagonal matrices)  6.2-7
  [2XHomalgFieldOfRationals[0X (constructor for the field of rationals)  4.2-2
  [2XHomalgFreeLeftModule[0X (constructor for free left modules)  9.2-3
  [2XHomalgFreeRightModule[0X (constructor for free right modules)  9.2-4
  [2XHomalgIdentityMap[0X (constructor for identity maps)  10.2-3
  [2XHomalgIdentityMatrix[0X (constructor for identity matrices)  6.2-4
  [2XHomalgInitialIdentityMatrix[0X (constructor for initial quadratic matrices with ones on the diagonal)  6.2-2
  [2XHomalgInitialMatrix[0X (constructor for initial matrices filled with zeros)  6.2-1
  [2XHomalgMap[0X (constructor for maps between free modules)  10.2-1
  [2XHomalgMap[0X (constructor for maps)  10.2-1
  [2XHomalgMatrix[0X (constructor for matrices using a list)  6.2-6
  [2XHomalgMatrix[0X (constructor for matrices using a listlist)  6.2-6
  [2XHomalgMatrix[0X (constructor for matrices using a string of a list)  6.2-6
  [2XHomalgMatrix[0X (constructor for matrices using a string of a listlist)  6.2-6
  [2XhomalgMode[0X  G.2-1
  [2XHomalgRing[0X (for maps)  10.5-1
  [2XHomalgRing[0X (for matrices)  6.5-1
  [2XHomalgRing[0X (for modules)  9.5-1
  [2XHomalgRingOfIntegers[0X (constructor for the integers)  4.2-1
  [2XHomalgRingOfIntegers[0X (constructor for the residue class rings of the integers)  4.2-1
  [2XHomalgSpectralSequence[0X (constructor for spectral sequences given a bicomplex)  15.2-1
  [2XHomalgSpectralSequence[0X (constructor for spectral sequences without a special sheet given a bicomplex)  15.2-1
  [2XHomalgSpectralSequence[0X (constructor for spectral sequences without bound and without a special sheet given a bicomplex)  15.2-1
  [2XHomalgSpectralSequence[0X (constructor for spectral sequences without bound given a bicomplex)  15.2-1
  [2XhomalgTable[0X  4.4-3
  [2XHomalgVoidMatrix[0X (constructor for void matrices)  6.2-5
  [2XHomalgZeroLeftModule[0X (constructor for zero left modules)  9.2-5
  [2XHomalgZeroMap[0X (constructor for zero maps)  10.2-2
  [2XHomalgZeroMatrix[0X (constructor for zero matrices)  6.2-3
  [2XHomalgZeroRightModule[0X (constructor for zero right modules)  9.2-6
  [2XIdentityMatrix[0X (homalgTable entry for initial identity matrices)  D.1-2
  [2XIdentityMatrix[0X (homalgTable entry)  D.1-4
  [2XIdentityMatrix[0X (ResidueClassRing)  F.2-2
  [2XImageModule[0X  16.4-4
  [2XImageModuleEmb[0X (for maps)  10.4-9
  [2XImageModuleEpi[0X (for maps)  10.4-10
  [2XImageSubmodule[0X (for maps)  10.4-8
  [2XIndeterminateAntiCommutingVariablesOfExteriorRing[0X  4.4-13
  [2XIndeterminateCoordinatesOfRingOfDerivations[0X  4.4-11
  [2XIndeterminateDerivationsOfRingOfDerivations[0X  4.4-12
  [2XIndeterminatesOfExteriorRing[0X  4.4-14
  [2XIndeterminatesOfPolynomialRing[0X  4.4-10
  [2XInsertObjectInMultiFunctor[0X (constructor for functors given a multi-functor and an object)  16.2-2
  [2XInstallDeltaFunctor[0X  16.7-3
  [2XInstallFunctor[0X  16.7-2
  [2XInvolution[0X (for matrices)  6.5-2
  [2XInvolution[0X (homalgTable entry)  D.1-5
  [2XInvolution[0X (ResidueClassRing)  F.2-3
  [2XIsAcyclic[0X  11.3-3
  [2XIsArtinian[0X (for rings)  4.3-33
  [2XIsArtinian[0X (for modules)  9.3-7
  [2XIsAutomorphism[0X (for maps)  10.3-12
  [2XIsAutomorphism[0X (for chain maps)  12.3-12
  [2XIsAutomorphism[0X (for ring maps)  5.3-6
  [2XIsBasisOfColumnsMatrix[0X  6.3-22
  [2XIsBasisOfRowsMatrix[0X  6.3-21
  [2XIsBezoutRing[0X  4.3-7
  [2XIsBicocomplexOfFinitelyPresentedObjectsRep[0X  13.1-3
  [2XIsBicomplex[0X  13.3-2
  [2XIsBicomplexOfFinitelyPresentedObjectsRep[0X  13.1-2
  [2XIsBigradedObjectOfFinitelyPresentedObjectsRep[0X  14.1-5
  [2XIsBisequence[0X  13.3-1
  [2XIsChainMapOfFinitelyPresentedObjectsRep[0X  12.1-3
  [2XIsCochainMapOfFinitelyPresentedObjectsRep[0X  12.1-4
  [2XIsCocomplexOfFinitelyPresentedObjectsRep[0X  11.1-3
  [2XIsComplex[0X  11.3-2
  [2XIsComplexOfFinitelyPresentedObjectsRep[0X  11.1-2
  [2XIsCyclic[0X  9.3-8
  [2XIsDedekindDomain[0X  4.3-11
  [2XIsDiagonalMatrix[0X  6.3-12
  [2XIsDiagonalMatrix[0X (homalgTable entry)  D.2-3
  [2XIsDiagonalMatrix[0X (ResidueClassRing)  F.3-3
  [2XIsDiscreteValuationRing[0X  4.3-12
  [2XIsDivisionRingForHomalg[0X  4.3-4
  [2XIsEmptyMatrix[0X  6.3-11
  [2XIsEndowedWithDifferential[0X  14.3-1
  [2XIsEpimorphism[0X (for maps)  10.3-8
  [2XIsEpimorphism[0X (for chain maps)  12.3-8
  [2XIsEpimorphism[0X (for ring maps)  5.3-4
  [2XIsExactSequence[0X  11.3-7
  [2XIsExactTriangle[0X  11.3-11
  [2XIsFieldForHomalg[0X  4.3-3
  [2XIsFiniteFreePresentationRing[0X  4.3-43
  [2XIsFinitelyPresentedModuleOrSubmoduleRep[0X  9.1-2
  [2XIsFinitelyPresentedModuleRep[0X  9.1-3
  [2XIsFinitelyPresentedSubmoduleRep[0X  9.1-4
  [2XIsFree[0X  9.3-1
  [2XIsFreePolynomialRing[0X  4.3-13
  [2XIsGeneralizedEpimorphism[0X (for maps)  10.3-3
  [2XIsGeneralizedEpimorphism[0X (for chain maps)  12.3-3
  [2XIsGeneralizedIsomorphism[0X (for maps)  10.3-5
  [2XIsGeneralizedIsomorphism[0X (for chain maps)  12.3-5
  [2XIsGeneralizedMonomorphism[0X (for maps)  10.3-4
  [2XIsGeneralizedMonomorphism[0X (for chain maps)  12.3-4
  [2XIsGeneralizedMorphism[0X (for maps)  10.3-2
  [2XIsGeneralizedMorphism[0X (for chain maps)  12.3-2
  [2XIsGeneratorsOfFinitelyGeneratedModuleRep[0X  8.1-4
  [2XIsGlobalDimensionFinite[0X  4.3-15
  [2XIsGradedMorphism[0X (for chain maps)  12.3-13
  [2XIsGradedObject[0X  11.3-6
  [2XIsHereditary[0X  4.3-24
  [2XIsHermite[0X  4.3-27
  [2XIsHolonomic[0X  9.3-10
  [2XIsHomalgBicomplex[0X  13.1-1
  [2XIsHomalgBigradedObject[0X  14.1-1
  [2XIsHomalgBigradedObjectAssociatedToABicomplex[0X  14.1-4
  [2XIsHomalgBigradedObjectAssociatedToAFilteredComplex[0X  14.1-3
  [2XIsHomalgBigradedObjectAssociatedToAnExactCouple[0X  14.1-2
  [2XIsHomalgChainMap[0X  12.1-1
  [2XIsHomalgChainSelfMap[0X  12.1-2
  [2XIsHomalgComplex[0X  11.1-1
  [2XIsHomalgFunctor[0X  16.1-1
  [2XIsHomalgFunctorRep[0X  16.1-2
  [2XIsHomalgGenerators[0X  8.1-1
  [2XIsHomalgGeneratorsOfLeftModule[0X  8.1-2
  [2XIsHomalgGeneratorsOfRightModule[0X  8.1-3
  [2XIsHomalgInternalMatrixRep[0X  6.1-2
  [2XIsHomalgInternalRingRep[0X  4.1-4
  [2XIsHomalgMap[0X  10.1-1
  [2XIsHomalgMatrix[0X  6.1-1
  [2XIsHomalgModule[0X  9.1-1
  [2XIsHomalgRelations[0X  7.1-1
  [2XIsHomalgRelationsOfLeftModule[0X  7.1-2
  [2XIsHomalgRelationsOfRightModule[0X  7.1-3
  [2XIsHomalgRing[0X  4.1-1
  [2XIsHomalgRingElement[0X  4.1-3
  [2XIsHomalgRingMap[0X  5.1-1
  [2XIsHomalgRingMapRep[0X  5.1-3
  [2XIsHomalgRingSelfMap[0X  5.1-2
  [2XIsHomalgSelfMap[0X  10.1-2
  [2XIsHomalgSpectralSequence[0X  15.1-1
  [2XIsHomalgSpectralSequenceAssociatedToABicomplex[0X  15.1-4
  [2XIsHomalgSpectralSequenceAssociatedToAFilteredComplex[0X  15.1-3
  [2XIsHomalgSpectralSequenceAssociatedToAnExactCouple[0X  15.1-2
  [2XIsIdentityMatrix[0X  6.3-2
  [2XIsIdentityMatrix[0X (homalgTable entry)  D.2-2
  [2XIsIdentityMatrix[0X (ResidueClassRing)  F.3-2
  [2XIsIdentityMorphism[0X (for maps)  10.3-6
  [2XIsIdentityMorphism[0X (for chain maps)  12.3-6
  [2XIsIdentityMorphism[0X (for ring maps)  5.3-2
  [2XIsInitialIdentityMatrix[0X  6.3-27
  [2XIsInitialMatrix[0X  6.3-26
  [2XIsInjectivePresentation[0X  7.3-2
  [2XIsIntegersForHomalg[0X  4.3-5
  [2XIsIntegralDomain[0X  4.3-23
  [2XIsIntegrallyClosedDomain[0X  4.3-8
  [2XIsInvertibleMatrix[0X  6.3-8
  [2XIsIsomorphism[0X (for maps)  10.3-11
  [2XIsIsomorphism[0X (for chain maps)  12.3-11
  [2XIsIsomorphism[0X (for ring maps)  5.3-5
  [2XIsKaplanskyHermite[0X  4.3-10
  [2XIsLeftAcyclic[0X  11.3-5
  [2XIsLeftArtinian[0X  4.3-34
  [2XIsLeftFiniteFreePresentationRing[0X  4.3-44
  [2XIsLeftGlobalDimensionFinite[0X  4.3-16
  [2XIsLeftHereditary[0X  4.3-25
  [2XIsLeftHermite[0X  4.3-28
  [2XIsLeftInvertibleMatrix[0X  6.3-9
  [2XIsLeftNoetherian[0X  4.3-31
  [2XIsLeftOreDomain[0X  4.3-37
  [2XIsLeftPrincipalIdealRing[0X  4.3-40
  [2XIsLeftRegularMatrix[0X  6.3-6
  [2XIsLocalRing[0X  4.3-21
  [2XIsLowerStairCaseMatrix[0X  6.3-19
  [2XIsLowerTriangularMatrix[0X  6.3-15
  [2XIsMapOfFinitelyGeneratedModulesRep[0X  10.1-3
  [2XIsMinusOne[0X  4.3-49
  [2XIsMonomorphism[0X (for maps)  10.3-7
  [2XIsMonomorphism[0X (for chain maps)  12.3-7
  [2XIsMonomorphism[0X (for ring maps)  5.3-3
  [2XIsMorphism[0X (for maps)  10.3-1
  [2XIsMorphism[0X (for chain maps)  12.3-1
  [2XIsMorphism[0X (for ring maps)  5.3-1
  [2XIsMutableMatrix[0X  6.3-25
  [2XIsNoetherian[0X  4.3-30
  [2XIsOreDomain[0X  4.3-36
  [2XIsPermutationMatrix[0X  6.3-3
  [2XIsPreHomalgRing[0X  4.1-2
  [2XIsPrimeIdeal[0X  9.3-14
  [2XIsPrincipalIdealRing[0X  4.3-39
  [2XIsProjective[0X  9.3-3
  [2XIsPure[0X  9.3-11
  [2XIsQuasiIsomorphism[0X (for chain maps)  12.3-14
  [2XIsRationalsForHomalg[0X  4.3-2
  [2XIsReduced[0X  8.3-1
  [2XIsReducedBasisOfColumnsMatrix[0X  6.3-24
  [2XIsReducedBasisOfRowsMatrix[0X  6.3-23
  [2XIsReflexive[0X  9.3-5
  [2XIsRegular[0X  4.3-42
  [2XIsRelationsOfFinitelyPresentedModuleRep[0X  7.1-4
  [2XIsResidueClassRingOfTheIntegers[0X  4.3-6
  [2XIsRightAcyclic[0X  11.3-4
  [2XIsRightArtinian[0X  4.3-35
  [2XIsRightFiniteFreePresentationRing[0X  4.3-45
  [2XIsRightGlobalDimensionFinite[0X  4.3-17
  [2XIsRightHereditary[0X  4.3-26
  [2XIsRightHermite[0X  4.3-29
  [2XIsRightInvertibleMatrix[0X  6.3-10
  [2XIsRightNoetherian[0X  4.3-32
  [2XIsRightOreDomain[0X  4.3-38
  [2XIsRightPrincipalIdealRing[0X  4.3-41
  [2XIsRightRegularMatrix[0X  6.3-7
  [2XIsScalarlMatrix[0X  6.3-13
  [2XIsSemiLocalRing[0X  4.3-22
  [2XIsSemiSimpleRing[0X  4.3-47
  [2XIsSequence[0X  11.3-1
  [2XIsShortExactSequence[0X  11.3-8
  [2XIsSimpleRing[0X  4.3-46
  [2XIsSpecialSubidentityMatrix[0X  6.3-4
  [2XIsSpectralCosequenceOfFinitelyPresentedObjectsRep[0X  15.1-6
  [2XIsSpectralSequenceOfFinitelyPresentedObjectsRep[0X  15.1-5
  [2XIsSplitEpimorphism[0X (for maps)  10.3-10
  [2XIsSplitEpimorphism[0X (for chain maps)  12.3-10
  [2XIsSplitMonomorphism[0X (for maps)  10.3-9
  [2XIsSplitMonomorphism[0X (for chain maps)  12.3-9
  [2XIsSplitShortExactSequence[0X  11.3-9
  [2XIsStableSheet[0X  14.3-2
  [2XIsStablyFree[0X  9.3-2
  [2XIsStrictLowerTriangularMatrix[0X  6.3-17
  [2XIsStrictUpperTriangularMatrix[0X  6.3-16
  [2XIsSubidentityMatrix[0X  6.3-5
  [2XIsTorsion[0X  9.3-9
  [2XIsTorsionFree[0X  9.3-6
  [2XIsTransposedWRTTheAssociatedComplex[0X  13.3-3
  [2XIsTriangle[0X  11.3-10
  [2XIsTriangularMatrix[0X  6.3-20
  [2XIsUniqueFactorizationDomain[0X  4.3-9
  [2XIsUpperStairCaseMatrix[0X  6.3-18
  [2XIsUpperTriangularMatrix[0X  6.3-14
  [2XIsVoidMatrix[0X  6.3-28
  [2XIsWeylRing[0X  4.3-14
  [2XIsZero[0X (for matrices)  6.3-1
  [2XIsZeroMatrix[0X (homalgTable entry)  D.1-16
  [2XIsZeroMatrix[0X (ResidueClassRing)  F.2-14
  [2XKernel[0X (for maps)  16.4-6
  [2XKernel[0X (for ring maps)  5.5-1
  [2XKernelEmb[0X (for maps)  10.4-7
  [2XKernelEmb[0X (for ring maps)  5.4-6
  [2XKernelSubmodule[0X (for maps)  10.4-6
  [2XKernelSubmodule[0X (for ring maps)  5.4-5
  [2XKroneckerMat[0X (for matrices)  6.5-8
  [2XKroneckerMat[0X (homalgTable entry)  D.1-11
  [2XKroneckerMat[0X (ResidueClassRing)  F.2-9
  [2XKrullDimension[0X  4.4-18
  [2XLeftDerivedFunctor[0X (constructor of the left derived functor of a covariant functor)  16.2-6
  [2XLeftDivide[0X (for pairs of matrices)  6.5-41
  [2XLeftDivide[0X (for pairs matrices and a set of relations)  6.5-43
  [2XLeftDivide[0X (for triples of matrices)  6.5-43
  [2XLeftGlobalDimension[0X  4.4-19
  [2XLeftInverse[0X (for matrices)  6.4-13
  [2XLeftPresentation[0X (constructor for left modules)  9.2-1
  [2XLeftSatelliteOfFunctor[0X (constructor of the left satellite of a covariant functor)  16.2-4
  [2XLeftSubmodule[0X (constructor for left submodules)  9.2-11
  [2XLTensorProduct[0X  16.4-20
  [2XMatrixOfWeightsOfIndeterminates[0X  4.4-16
  [2XMinusOne[0X  4.4-9
  [2XMorphismAidMap[0X (for maps)  10.4-11
  [2XMulMat[0X (homalgTable entry)  D.1-12
  [2XMulMat[0X (ResidueClassRing)  F.2-10
  [2XNameOfFunctor[0X  16.7-1
  [2XNatTrIdToHomHom_R[0X (for maps)  9.4-8
  [2XNonZeroColumns[0X  6.4-7
  [2XNonZeroRows[0X  6.4-6
  [2XNrColumns[0X  6.4-2
  [2XNrColumns[0X (homalgTable entry)  D.1-18
  [2XNrColumns[0X (ResidueClassRing)  F.2-16
  [2XNrRows[0X  6.4-1
  [2XNrRows[0X (homalgTable entry)  D.1-17
  [2XNrRows[0X (ResidueClassRing)  F.2-15
  [2XOne[0X (for homalg ring elements)  4.4-2
  [2XOne[0X (for homalg rings)  4.4-8
  [2XPositionOfFirstNonZeroEntryPerColumn[0X  6.4-9
  [2XPositionOfFirstNonZeroEntryPerRow[0X  6.4-8
  [2XPreInverse[0X (for maps)  10.5-3
  [2XPrimaryDecomposition[0X  9.4-9
  [2XProcedureToReadjustGenerators[0X  8.4-1
  [2XProjectiveDimension[0X  9.4-12
  [2XPurityFiltration[0X  9.4-15
  [2XRange[0X (for maps)  10.4-2
  [2XRange[0X (for chain maps)  12.4-2
  [2XRange[0X (for ring maps)  5.4-2
  [2XRankOfModule[0X  9.4-11
  [2XReducedBasisOfColumnModule[0X (for matrices)  6.5-26
  [2XReducedBasisOfRowModule[0X (for matrices)  6.5-25
  [2XReducedSyzygiesGeneratorsOfColumns[0X (for matrices)  6.5-28
  [2XReducedSyzygiesGeneratorsOfRows[0X (for matrices)  6.5-27
  [2XReducedSyzygiesOfColumns[0X (for matrices)  6.5-39
  [2XReducedSyzygiesOfColumns[0X (for pairs of matrices)  6.5-39
  [2XReducedSyzygiesOfRows[0X (for matrices)  6.5-38
  [2XReducedSyzygiesOfRows[0X (for pairs of matrices)  6.5-38
  [2XRelativeSyzygiesGeneratorsOfColumns[0X (ResidueClassRing)  F.1-12
  [2XRelativeSyzygiesGeneratorsOfRows[0X (ResidueClassRing)  F.1-11
  [2XResidueClassRing[0X  9.4-6
  [2XRHom[0X  16.4-18
  [2XRightDerivedCofunctor[0X (constructor of the right derived functor of a contravariant functor)  16.2-5
  [2XRightDivide[0X (for pairs of matrices)  6.5-40
  [2XRightDivide[0X (for pairs matrices and a set of relations)  6.5-42
  [2XRightDivide[0X (for triples of matrices)  6.5-42
  [2XRightGlobalDimension[0X  4.4-20
  [2XRightInverse[0X (for matrices)  6.4-14
  [2XRightPresentation[0X (constructor for right modules)  9.2-2
  [2XRightSatelliteOfCofunctor[0X (constructor of the right satellite of a contravariant functor)  16.2-3
  [2XRightSubmodule[0X (constructor for right submodules)  9.2-12
  [2XRingElementConstructor[0X  4.4-4
  [2XRingMap[0X (constructor for ring maps)  5.2-1
  [2XRowRankOfMatrix[0X  6.4-11
  [2XSaturate[0X (for ideals)  9.5-7
  [2XSource[0X (for maps)  10.4-1
  [2XSource[0X (for chain maps)  12.4-1
  [2XSource[0X (for ring maps)  5.4-1
  [2XSpectralSequence[0X (for bicomplexes)  13.4-2
  [2XStableRank[0X  4.4-24
  [2XSubMat[0X (homalgTable entry)  D.1-14
  [2XSubMat[0X (ResidueClassRing)  F.2-12
  [2XSubmoduleQuotient[0X (for submodules)  9.5-6
  [2XSubobject[0X (constructor for submodules using a list of ring elements)  9.2-10
  [2XSubobject[0X (constructor for submodules using maps)  9.2-8
  [2XSubobject[0X (constructor for submodules using matrices)  9.2-9
  [2XSuperObject[0X (for submodules)  9.5-4
  [2XSyzygiesGeneratorsOfColumns[0X (for matrices)  6.5-22
  [2XSyzygiesGeneratorsOfColumns[0X (for pairs of matrices)  6.5-24
  [2XSyzygiesGeneratorsOfColumns[0X (ResidueClassRing)  F.1-6
  [2XSyzygiesGeneratorsOfRows[0X (for matrices)  6.5-21
  [2XSyzygiesGeneratorsOfRows[0X (for pairs of matrices)  6.5-23
  [2XSyzygiesGeneratorsOfRows[0X (ResidueClassRing)  F.1-5
  [2XSyzygiesOfColumns[0X (for matrices)  6.5-37
  [2XSyzygiesOfColumns[0X (for pairs of matrices)  6.5-37
  [2XSyzygiesOfRows[0X (for matrices)  6.5-36
  [2XSyzygiesOfRows[0X (for pairs of matrices)  6.5-36
  [2XTensorProduct[0X  16.4-12
  [2XTheIdentityMorphism[0X  9.4-2
  [2XTheZeroMorphism[0X  9.4-1
  [2XTor[0X  16.4-16
  [2XTotalComplex[0X  13.4-1
  [2XTypeOfHomalgMatrix[0X  4.4-5
  [2XUnderlyingComplex[0X  13.5-1
  [2XUnderlyingObject[0X (for submodules)  9.5-3
  [2XUnderlyingSubobject[0X  9.4-7
  [2XUnionOfColumns[0X (for matrices)  6.5-6
  [2XUnionOfColumns[0X (homalgTable entry)  D.1-9
  [2XUnionOfColumns[0X (ResidueClassRing)  F.2-7
  [2XUnionOfRows[0X (for matrices)  6.5-5
  [2XUnionOfRows[0X (homalgTable entry)  D.1-8
  [2XUnionOfRows[0X (ResidueClassRing)  F.2-6
  [2XWeightsOfIndeterminates[0X  4.4-15
  [2XZero[0X (for homalg ring elements)  4.4-1
  [2XZero[0X (for homalg rings)  4.4-7
  [2XZeroColumns[0X  6.4-5
  [2XZeroColumns[0X (homalgTable entry)  D.2-5
  [2XZeroColumns[0X (ResidueClassRing)  F.3-5
  [2XZeroMatrix[0X (homalgTable entry for initial matrices)  D.1-1
  [2XZeroMatrix[0X (homalgTable entry)  D.1-3
  [2XZeroMatrix[0X (ResidueClassRing)  F.2-1
  [2XZeroRows[0X  6.4-4
  [2XZeroRows[0X (homalgTable entry)  D.2-4
  [2XZeroRows[0X (ResidueClassRing)  F.3-4
  
  
  -------------------------------------------------------
