Add, to complexes given a matrix  6.5-1  AffineDimension  3.4-21  Annihilator, for elements  5.4-1  AsDifferentialObject, for homalg bigraded objects stemming from a bicomplex  9.2-2  BettiTable, for complexes  6.4-1  ByASmallerPresentation, for bicomplexes  8.5-2  ChernCharacter  3.4-26  ChernPolynomial  3.4-25  CodegreeOfPurity  3.4-19  CokernelEpi, for morphisms  4.4-3  CokernelNaturalGeneralizedIsomorphism, for morphisms  4.4-4  ComposeFunctors, constructor for functors given two functors  11.2-7  ConstantTermOfHilbertPolynomialn  3.4-23  ConstructedAsAnIdeal  3.3-17  CreateHomalgFunctor, constructor for functors  11.2-1  CurrentResolution  3.5-1  DefectOfExactness, for homalg differential bigraded objects  9.2-3  DegreeOfMorphism  4.4-12  DegreeOfTorsionFreeness  3.4-16  ElementOfGrothendieckGroup  3.4-24  EmbeddingInSuperObject  3.4-6  EndomorphismRing, for static objects  3.4-12  FactorObject  3.4-8  FiltrationByShortExactSequence, for complexes  6.4-2  FiniteFreeResolutionExists  3.3-7  FullSubobject  3.4-4  functor_DefectOfExactness  11.4-2  functor_Kernel  11.4-1  GeneralizedEmbeddingsInTotalDefects  10.3-2  GeneralizedEmbeddingsInTotalObjects  10.3-1  Genesis  11.3-3  Grade  3.4-17  HasConstantRank  3.3-16  HilbertPolynomial  3.4-20  HomalgBicomplex, constructor for bicomplexes given a complex of complexes  8.2-1  HomalgBigradedObject, constructor for bigraded objects given a bicomplex  9.2-1  HomalgChainMorphism, constructor for chain morphisms given a morphism  7.2-1  HomalgCocomplex, constructor for cocomplexes given a chain morphism  6.2-2  HomalgComplex, constructor for complexes given a chain morphism  6.2-1  HomalgSpectralSequence, constructor for spectral sequences given a bicomplex  10.2-1  ImageObjectEmb, for morphisms  4.4-8  ImageObjectEpi, for morphisms  4.4-9  ImageSubobject  4.4-7  in, for elements  5.5-1  InsertObjectInMultiFunctor, constructor for functors given a multi-functor and an object  11.2-2  InstallDeltaFunctor  11.7-2  InstallFunctor  11.7-1  InverseOfGeneralizedMorphismWithFullDomain  4.4-11  IsAcyclic  6.3-3  IsArtinian  3.3-10  IsAutomorphism  4.3-13  IsBicocomplexOfFinitelyPresentedObjectsRep  8.1-3  IsBicomplex  8.3-2  IsBicomplexOfFinitelyPresentedObjectsRep  8.1-2  IsBigradedObjectOfFinitelyPresentedObjectsRep  9.1-5  IsBisequence  8.3-1  IsChainMorphismOfFinitelyPresentedObjectsRep  7.1-3  IsCochainMorphismOfFinitelyPresentedObjectsRep  7.1-4  IsCocomplexOfFinitelyPresentedObjectsRep  6.1-3  IsCohenMacaulay  3.3-13  IsComplex  6.3-2  IsComplexOfFinitelyPresentedObjectsRep  6.1-2  IsCyclicGenerator  5.3-2  IsElementOfAnObjectGivenByAMorphismRep  5.1-2  IsEndowedWithDifferential  9.3-1  IsEpimorphism  4.3-9  IsExactSequence  6.3-7  IsExactTriangle  6.3-11  IsFinitelyPresentedObjectRep  3.1-3  IsFree  3.3-1  IsGeneralizedEpimorphism  4.3-3  IsGeneralizedIsomorphism  4.3-5  IsGeneralizedMonomorphism  4.3-4  IsGeneralizedMorphismWithFullDomain  4.3-2  IsGorenstein  3.3-14  IsGradedMorphism, for chain morphisms  7.3-13  IsGradedObject  6.3-6  IsHomalgBicomplex  8.1-1  IsHomalgBigradedObject  9.1-1  IsHomalgBigradedObjectAssociatedToABicomplex  9.1-4  IsHomalgBigradedObjectAssociatedToAFilteredComplex  9.1-3  IsHomalgBigradedObjectAssociatedToAnExactCouple  9.1-2  IsHomalgChainEndomorphism  7.1-2  IsHomalgChainMorphism  7.1-1  IsHomalgComplex  6.1-1  IsHomalgElement  5.1-1  IsHomalgEndomorphism  4.1-3  IsHomalgFunctor  11.1-1  IsHomalgFunctorRep  11.1-2  IsHomalgMorphism  4.1-1  IsHomalgObject  3.1-1  IsHomalgSpectralSequence  10.1-1  IsHomalgSpectralSequenceAssociatedToABicomplex  10.1-4  IsHomalgSpectralSequenceAssociatedToAFilteredComplex  10.1-3  IsHomalgSpectralSequenceAssociatedToAnExactCouple  10.1-2  IsHomalgStaticMorphism  4.1-2  IsHomalgStaticObject  3.1-2  IsIdempotent  4.3-7  IsInjective  3.3-5  IsInjectiveCogenerator  3.3-6  IsIsomorphism  4.3-12  IsKoszul  3.3-15  IsLeftAcyclic  6.3-5  IsMonomorphism  4.3-8  IsMorphism  4.3-1  IsMorphismOfFinitelyGeneratedObjectsRep  4.1-4  IsOne  4.3-6  IsProjective  3.3-3  IsProjectiveOfConstantRank  3.3-4  IsPure  3.3-12  IsQuasiIsomorphism, for chain morphisms  7.3-14  IsReflexive  3.3-8  IsRightAcyclic  6.3-4  IsSequence  6.3-1  IsShortExactSequence  6.3-8  IsSpectralCosequenceOfFinitelyPresentedObjectsRep  10.1-6  IsSpectralSequenceOfFinitelyPresentedObjectsRep  10.1-5  IsSplitEpimorphism  4.3-11  IsSplitMonomorphism  4.3-10  IsSplitShortExactSequence  6.3-9  IsStableSheet  9.3-2  IsStablyFree  3.3-2  IsStaticFinitelyPresentedObjectOrSubobjectRep  3.1-4  IsStaticFinitelyPresentedObjectRep  3.1-5  IsStaticFinitelyPresentedSubobjectRep  3.1-6  IsStaticMorphismOfFinitelyGeneratedObjectsRep  4.1-5  IsTorsion  3.3-11    5.3-3  IsTorsionFree  3.3-9  IsTransposedWRTTheAssociatedComplex  8.3-3  IsTriangle  6.3-10  IsZero, for elements  5.3-1  KernelEmb, for morphisms  4.4-6  KernelSubobject  4.4-5  LeftDerivedFunctor, constructor of the left derived functor of a covariant functor  11.2-6  LeftSatelliteOfFunctor, constructor of the left satellite of a covariant functor  11.2-4  MorphismAid  4.4-10  NameOfFunctor  11.3-1  NatTrIdToHomHom_R, for morphisms  3.4-10  OperationOfFunctor  11.3-2  ProcedureToReadjustGenerators, for functors  11.3-4  ProjectiveDegree  3.4-22  ProjectiveDimension  3.4-15  PurityFiltration  3.4-18  Range  4.4-2  RankOfObject  3.4-14  RightDerivedCofunctor, constructor of the right derived functor of a contravariant functor  11.2-5  RightSatelliteOfCofunctor, constructor of the right satellite of a contravariant functor  11.2-3  Saturate, for ideals  3.5-3  Source  4.4-1  SpectralSequence, for bicomplexes  8.4-2  Subobject, constructor for subobjects using morphisms  3.2-1  SuperObject, for subobjects  3.4-7  TheIdentityMorphism  3.4-3  TheMorphismToZero  3.4-2  TorsionSubobject  3.4-1  TotalComplex  8.4-1  UnderlyingComplex  8.5-1  UnderlyingObject, for subobjects  3.5-2  UnderlyingSubobject  3.4-9  UnitObject  3.4-13  ZeroSubobject  3.4-5  
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