Index
  
  = (for FpGModuleGF)  5.8-1
  AmbientModuleDimension  5.4-9
  BaseRing  4.3-1
  BestCentralSubgroupForResolutionFiniteExtension  2.6-1
  BoundaryFpGModuleHomomorphismGF  2.4-6
  CanonicalAction  5.3-4
  CanonicalActionOnRight  5.3-4
  CanonicalGroupAndAction  5.3-4
  CoefficientsOfPoincareSeries  4.4-8
  CoefficientsRing  4.3-2
  CompositionRingHomomorphism  7.2-8
  DegreeOfRepresentative  4.4-4
  DerivationImages  8.4-2
  DerivationRelations  8.4-3
  DerivationRing  8.4-1
  DirectDecompositionOfModule  5.7-2
  DirectDecompositionOfModuleDestructive  5.7-2
  DirectSumOfModules (for collection of modules)  5.7-1
  DirectSumOfModules (for n copies of the same module)  5.7-1
  DirectSumOfModules (for two modules)  5.7-1
  DisplayBlocks (for FpGModuleGF)  5.4-10
  DisplayBlocks (for FpGModuleHomomorphismGF)  6.5-4
  DisplayModuleHomomorphismGeneratorMatrix  6.5-5
  DisplayModuleHomomorphismGeneratorMatrixBlocks  6.5-6
  EchelonModuleGenerators  5.6-1
  EchelonModuleGeneratorsDestructive  5.6-1
  EchelonModuleGeneratorsMinMem  5.6-1
  EchelonModuleGeneratorsMinMemDestructive  5.6-1
  FpGModuleFromFpGModuleGF  5.3-2
  FpGModuleGF (construction from FpGModule)  5.3-1
  FpGModuleGF (construction from generators and groupAndAction)  5.3-1
  FpGModuleGF (construction from generators, group and action)  5.3-1
  FpGModuleGF (construction of empty module from group and action)  5.3-1
  FpGModuleGF (construction of empty module from groupAndAction)  5.3-1
  FpGModuleGF (construction of full canonical module from groupAndAction)  5.3-1
  FpGModuleGF (construction of full canonical module)  5.3-1
  FpGModuleGFNC (construction for empty module with group and action)  5.3-1
  FpGModuleGFNC (construction from generators and groupAndAction)  5.3-1
  FpGModuleGFNC (construction from generators, group and action)  5.3-1
  FpGModuleHomomorphismGF  6.4-1
  FpGModuleHomomorphismGFNC  6.4-1
  GeneratorsOfPresentationIdeal  4.3-4
  GradedAlgebraPresentation  4.2-1
  GradedAlgebraPresentationNC  4.2-1
  HallSeniorNumber (for SmallGroup library ref)  10.4-1
  HallSeniorNumber (for group)  10.4-1
  HAPDerivation  8.3-1
  HAPDerivationNC  8.3-1
  HAPRingHomomorphismByIndeterminateMap  7.2-3
  HAPRingReductionHomomorphism (for image of ring homomorphism)  7.2-4
  HAPRingReductionHomomorphism (for ring presentation)  7.2-4
  HAPRingToSubringHomomorphism  7.2-1
  HAPSubringToRingHomomorphism (for relations defined at image)  7.2-2
  HAPSubringToRingHomomorphism (for relations defined at source)  7.2-2
  HAPZeroRingHomomorphism  7.2-6
  HilbertPoincareSeries  4.4-9
  HomologyOfDerivation  8.5-3
  ImageGenerators  7.3-4
  ImageOfDerivation  8.5-1
  ImageOfModuleHomomorphism (image of homomorphism)  6.6-1
  ImageOfModuleHomomorphism (of collections of elements)  6.6-1
  ImageOfModuleHomomorphism (of element)  6.6-1
  ImageOfModuleHomomorphism (of module)  6.6-1
  ImageOfModuleHomomorphismDestructive (of collection of elements)  6.6-1
  ImageOfModuleHomomorphismDestructive (of element)  6.6-1
  ImageOfRingHomomorphism (for collection of polynomials)  7.4-1
  ImageOfRingHomomorphism (for one polynomial)  7.4-1
  ImagePolynomialRing  7.3-6
  ImageRelations  7.3-5
  IndeterminateAndExponentOfUnivariateMonomial  10.2-4
  IndeterminateDegrees  4.3-6
  IndeterminatesOfGradedAlgebraPresentation  4.3-3
  IndeterminatesOfPolynomial  10.2-5
  IntersectionModules  5.7-3
  IntersectionModulesGF  5.7-3
  IntersectionModulesGF2  5.7-3
  IntersectionModulesGFDestructive  5.7-3
  InverseRingHomomorphism  7.2-7
  IsAssociatedGradedRing  4.4-3
  IsIsomorphicGradedAlgebra  4.4-2
  IsModuleElement (for collection of elements)  5.8-2
  IsModuleElement (for element)  5.8-2
  IsMonomial (for polynomial)  10.2-2
  IsSameSubspace  10.1-3
  IsSubModule  5.8-3
  KernelOfDerivation  8.5-2
  KernelOfModuleHomomorphism  6.6-3
  KernelOfModuleHomomorphismGF  6.6-3
  KernelOfModuleHomomorphismIndependentSplit  6.6-3
  KernelOfModuleHomomorphismSplit  6.6-3
  LengthOneResolutionPrimePowerGroup  2.3-1
  LengthZeroResolutionPrimePowerGroup  2.3-2
  LHSSpectralSequence  4.4-10
  LHSSpectralSequenceLastSheet  4.4-10
  MaximumDegreeForPresentation  4.4-5
  MinimalGeneratorsModuleGF  5.5-9
  MinimalGeneratorsModuleGFDestructive  5.5-9
  MinimalGeneratorsModuleRadical  5.5-9
  ModPRingBasisAsPolynomials  3.2-4
  ModPRingGeneratorDegrees  3.2-1
  ModPRingNiceBasis  3.2-2
  ModPRingNiceBasisAsPolynomials  3.2-3
  ModuleAction  5.4-3
  ModuleActionBlockSize  5.4-4
  ModuleAmbientDimension  5.4-8
  ModuleCharacteristic  5.4-6
  ModuleField  5.4-7
  ModuleGenerators  5.5-1
  ModuleGeneratorsAreEchelonForm  5.5-3
  ModuleGeneratorsAreMinimal  5.5-2
  ModuleGeneratorsForm  5.5-5
  ModuleGroup  5.4-1
  ModuleGroupAndAction  5.4-5
  ModuleGroupOrder  5.4-2
  ModuleHomomorphismGeneratorMatrix  6.5-3
  ModuleIsFullCanonical  5.5-4
  ModuleRank  5.5-6
  ModuleRankDestructive  5.5-6
  ModuleVectorSpaceBasis  5.5-7
  ModuleVectorSpaceDimension  5.5-8
  MutableCopyModule  5.3-3
  PartialCompositionRingHomomorphism  7.2-5
  PoincareSeriesAutoMem  9.2-1
  PreimageOfRingHomomorphism (for collection of polynomials)  7.4-2
  PreimageOfRingHomomorphism (for one polynomial)  7.4-2
  PreImageRepresentativeOfModuleHomomorphism (for collection of elements)  6.6-2
  PreImageRepresentativeOfModuleHomomorphism (for element)  6.6-2
  PreImageRepresentativeOfModuleHomomorphism (for module)  6.6-2
  PreImageRepresentativeOfModuleHomomorphismGF (for collection of elements)  6.6-2
  PreImageRepresentativeOfModuleHomomorphismGF (for element)  6.6-2
  PresentationIdeal  4.3-5
  PresentationOfGradedStructureConstantAlgebra  3.3-1
  PrintDimensionsMat  10.1-4
  RadicalOfModule  5.5-10
  RandomElement  5.8-4
  RandomSubmodule  5.8-5
  ReducedPolynomialRingPresentation  10.2-7
  ReducedPolynomialRingPresentationMap  10.2-7
  ReduceIdeal (for Ideal)  10.2-6
  ReduceIdeal (for list of relations)  10.2-6
  ResolutionFpGModuleGF  2.4-3
  ResolutionGroup  2.4-2
  ResolutionLength  2.4-1
  ResolutionModuleRank  2.4-4
  ResolutionModuleRanks  2.4-5
  ResolutionsAreEqual  2.4-7
  ReverseEchelonModuleGenerators  5.6-2
  ReverseEchelonModuleGeneratorsDestructive  5.6-2
  SemiEchelonModuleGenerators  5.6-1
  SemiEchelonModuleGeneratorsDestructive  5.6-1
  SemiEchelonModuleGeneratorsMinMem  5.6-1
  SemiEchelonModuleGeneratorsMinMemDestructive  5.6-1
  SingularGroebnerBasis  10.3-3
  SingularPolynomialNormalForm  10.3-2
  SingularReducedGroebnerBasis  10.3-4
  SingularSetNormalFormIdeal  10.3-1
  SingularSetNormalFormIdealNC  10.3-1
  SolutionMat (for multiple vectors)  10.1-2
  SolutionMatDestructive (for multiple vectors)  10.1-2
  SourceGenerators  7.3-1
  SourceModule  6.5-1
  SourcePolynomialRing  7.3-3
  SourceRelations  7.3-2
  SubspaceBasisRepsByDegree (for list of degrees)  4.4-7
  SubspaceBasisRepsByDegree (for one degree)  4.4-7
  SubspaceDimensionDegree (for list of degrees)  4.4-6
  SubspaceDimensionDegree (for one degree)  4.4-6
  SumIntersectionMatDestructive  10.1-1
  SumIntersectionMatDestructiveSE  10.1-1
  SumModules  5.7-4
  TargetModule  6.5-2
  TensorProduct (for collection of algebra presentations)  4.4-1
  TensorProduct (for two algebra presentations)  4.4-1
  TermsOfPolynomial  10.2-1
  UnivariateMonomialsOfMonomial  10.2-3
  
  
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