GAP (ModulePresentationsForCAP) - Index

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### Index

`Annihilator`, for IsLeftOrRightPresentation 1.3-11
`AsLeftOrRightPresentation` 1.3-6
`AsLeftPresentation`, for IsHomalgMatrix 1.3-4
`AsMorphismBetweenFreeLeftPresentations`, for IsHomalgMatrix 1.3-2
`AsMorphismBetweenFreeRightPresentations`, for IsHomalgMatrix 1.3-3
`AsRightPresentation`, for IsHomalgMatrix 1.3-5
`CoverByFreeModule`, for IsLeftOrRightPresentation 1.5-2
`FreeLeftPresentation`, for IsInt, IsHomalgRing 1.3-7
`FreeRightPresentation`, for IsInt, IsHomalgRing 1.3-8
`FunctorDoubleDualLeft`, for IsHomalgRing 1.1-9
`FunctorDoubleDualRight`, for IsHomalgRing 1.1-10
`FunctorDualLeft`, for IsHomalgRing 1.1-7
`FunctorDualRight`, for IsHomalgRing 1.1-8
`FunctorGetRidOfZeroGeneratorsLeft`, for IsHomalgRing 1.1-3
`FunctorGetRidOfZeroGeneratorsRight`, for IsHomalgRing 1.1-4
`FunctorLessGeneratorsLeft`, for IsHomalgRing 1.1-5
`FunctorLessGeneratorsRight`, for IsHomalgRing 1.1-6
`FunctorStandardModuleLeft`, for IsHomalgRing 1.1-1
`FunctorStandardModuleRight`, for IsHomalgRing 1.1-2
`IsLeftOrRightPresentation`, for IsCapCategoryObject 1.2-4
`IsLeftOrRightPresentationMorphism`, for IsCapCategoryMorphism 1.2-1
`IsLeftPresentation`, for IsLeftOrRightPresentation 1.2-5
`IsLeftPresentationMorphism`, for IsLeftOrRightPresentationMorphism 1.2-2
`IsRightPresentation`, for IsLeftOrRightPresentation 1.2-6
`IsRightPresentationMorphism`, for IsLeftOrRightPresentationMorphism 1.2-3
`LeftPresentations`, for IsHomalgRing 1.3-14
`LeftPresentationsAsFreydCategoryOfCategoryOfRows`, for IsHomalgRing 1.3-12
`NaturalIsomorphismFromIdentityToGetRidOfZeroGeneratorsLeft`, for IsHomalgRing 1.6-3
`NaturalIsomorphismFromIdentityToGetRidOfZeroGeneratorsRight`, for IsHomalgRing 1.6-4
`NaturalIsomorphismFromIdentityToLessGeneratorsLeft`, for IsHomalgRing 1.6-5
`NaturalIsomorphismFromIdentityToLessGeneratorsRight`, for IsHomalgRing 1.6-6
`NaturalIsomorphismFromIdentityToStandardModuleLeft`, for IsHomalgRing 1.6-1
`NaturalIsomorphismFromIdentityToStandardModuleRight`, for IsHomalgRing 1.6-2
`NaturalTransformationFromIdentityToDoubleDualLeft`, for IsHomalgRing 1.6-7
`NaturalTransformationFromIdentityToDoubleDualRight`, for IsHomalgRing 1.6-8
`PresentationMorphism`, for IsLeftOrRightPresentation, IsHomalgMatrix, IsLeftOrRightPresentation 1.3-1
`RightPresentations`, for IsHomalgRing 1.3-15
`RightPresentationsAsFreydCategoryOfCategoryOfColumns`, for IsHomalgRing 1.3-13
`StandardGeneratorMorphism`, for IsLeftOrRightPresentation, IsInt 1.5-1
`UnderlyingHomalgRing`, for IsLeftOrRightPresentation 1.3-10
for IsLeftOrRightPresentationMorphism 1.4-1
`UnderlyingMatrix`, for IsLeftOrRightPresentation 1.3-9
for IsLeftOrRightPresentationMorphism 1.4-2

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