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GAP 4.8.9 installation with standard packages -- copy to your CoCalc project to get it

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  Index

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5
  Annihilator (for IsLeftOrRightPresentation)  1.3-11

6
  AsLeftOrRightPresentation  1.3-6

7
  AsLeftPresentation (for IsHomalgMatrix)  1.3-4

8
  AsMorphismBetweenFreeLeftPresentations (for IsHomalgMatrix)  1.3-2

9
  AsMorphismBetweenFreeRightPresentations (for IsHomalgMatrix)  1.3-3

10
  AsRightPresentation (for IsHomalgMatrix)  1.3-5

11
  CoverByFreeModule (for IsLeftOrRightPresentation)  1.5-2

12
  FreeLeftPresentation (for IsInt, IsHomalgRing)  1.3-7

13
  FreeRightPresentation (for IsInt, IsHomalgRing)  1.3-8

14
  FunctorDoubleDualLeft (for IsHomalgRing)  1.1-9

15
  FunctorDoubleDualRight (for IsHomalgRing)  1.1-10

16
  FunctorDualLeft (for IsHomalgRing)  1.1-7

17
  FunctorDualRight (for IsHomalgRing)  1.1-8

18
  FunctorGetRidOfZeroGeneratorsLeft (for IsHomalgRing)  1.1-3

19
  FunctorGetRidOfZeroGeneratorsRight (for IsHomalgRing)  1.1-4

20
  FunctorLessGeneratorsLeft (for IsHomalgRing)  1.1-5

21
  FunctorLessGeneratorsRight (for IsHomalgRing)  1.1-6

22
  FunctorStandardModuleLeft (for IsHomalgRing)  1.1-1

23
  FunctorStandardModuleRight (for IsHomalgRing)  1.1-2

24
  IsLeftOrRightPresentation (for IsCapCategoryObject)  1.2-4

25
  IsLeftOrRightPresentationMorphism (for IsCapCategoryMorphism)  1.2-1

26
  IsLeftPresentation (for IsLeftOrRightPresentation)  1.2-5

27
  IsLeftPresentationMorphism (for IsLeftOrRightPresentationMorphism)  1.2-2

28
  IsRightPresentation (for IsLeftOrRightPresentation)  1.2-6

29
  IsRightPresentationMorphism (for IsLeftOrRightPresentationMorphism)  1.2-3

30
  LeftPresentations (for IsHomalgRing)  1.3-12

31
  NaturalIsomorphismFromIdentityToGetRidOfZeroGeneratorsLeft (for IsHomalgRing)  1.6-3

32
  NaturalIsomorphismFromIdentityToGetRidOfZeroGeneratorsRight (for IsHomalgRing)  1.6-4

33
  NaturalIsomorphismFromIdentityToLessGeneratorsLeft (for IsHomalgRing)  1.6-5

34
  NaturalIsomorphismFromIdentityToLessGeneratorsRight (for IsHomalgRing)  1.6-6

35
  NaturalIsomorphismFromIdentityToStandardModuleLeft (for IsHomalgRing)  1.6-1

36
  NaturalIsomorphismFromIdentityToStandardModuleRight (for IsHomalgRing)  1.6-2

37
  NaturalTransformationFromIdentityToDoubleDualLeft (for IsHomalgRing)  1.6-7

38
  NaturalTransformationFromIdentityToDoubleDualRight (for IsHomalgRing)  1.6-8

39
  PresentationMorphism (for IsLeftOrRightPresentation, IsHomalgMatrix, IsLeftOrRightPresentation)  1.3-1

40
  RightPresentations (for IsHomalgRing)  1.3-13

41
  StandardGeneratorMorphism (for IsLeftOrRightPresentation, IsInt)  1.5-1

42
  UnderlyingHomalgRing (for IsLeftOrRightPresentation)  1.3-10

43
  UnderlyingHomalgRing (for IsLeftOrRightPresentationMorphism)  1.4-1

44
  UnderlyingMatrix (for IsLeftOrRightPresentation)  1.3-9

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  UnderlyingMatrix (for IsLeftOrRightPresentationMorphism)  1.4-2

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  -------------------------------------------------------

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