\*, TensorProduct  10.4-10\*, constructor for ideal multiples  7.5-3\*, transfer a module over a different ring  7.2-7\*, transfer a module over a different ring (right)  7.2-7AffineDegree  7.4-17ByASmallerPresentation, for modules  7.5-2CanBeUsedToDecideZeroEffectively  5.3-1CayleyDeterminant  12.5-2CoefficientsOfNumeratorOfHilbertPoincareSeries  7.4-13CoefficientsOfUnreducedNumeratorOfHilbertPoincareSeries  7.4-12Cokernel  10.4-2DataOfHilbertFunction  7.4-18DefectOfExactness  10.4-6ElementaryDivisors  7.4-8Ext  10.4-12ExteriorAlgebra  7.4-7ExteriorPower  12.1-1ExteriorPowerBaseModule  12.2-3ExteriorPowerElementDual  12.4-2ExteriorPowerExponent  12.2-2FittingIdeal  7.4-9functor_Cokernel  10.4-1Functor_Ext  10.4-11Functor_Hom  10.4-7Functor_HomHom  10.4-19functor_ImageObject  10.4-3Functor_LHomHom  10.4-20Functor_LTensorProduct  10.4-17Functor_RHom  10.4-15Functor_TensorProduct  10.4-9Functor_Tor  10.4-13Gcd_UsingCayleyDeterminant  12.5-3HilbertFunction  7.4-19HilbertPoincareSeries  7.4-16Hom  10.4-8HomalgFreeLeftModule, constructor for free left modules  7.2-3HomalgFreeRightModule, constructor for free right modules  7.2-4HomalgIdentityMap, constructor for identity maps  8.2-3HomalgMap, constructor for maps  8.2-1HomalgMap, constructor for maps between free modules  8.2-1HomalgRing  8.5-1HomalgRing, for module elements  9.5-1HomalgRing, for modules  7.5-1HomalgZeroLeftModule, constructor for zero left modules  7.2-5HomalgZeroMap, constructor for zero maps  8.2-2HomalgZeroRightModule, constructor for zero right modules  7.2-6ImageObject  10.4-4IndexOfRegularity  7.4-20IsCyclic  7.3-1IsElementOfAModuleGivenByAMorphismRep  9.1-2IsElementOfIntegers  9.3-1IsExteriorPower  12.2-1IsExteriorPowerElement  12.3-1IsFinitelyPresentedModuleOrSubmoduleRep  7.1-2IsFinitelyPresentedModuleRep  7.1-3IsFinitelyPresentedSubmoduleRep  7.1-4IsGeneratorsOfFinitelyGeneratedModuleRep  6.1-5IsGeneratorsOfModuleRep  6.1-4IsHolonomic  7.3-2IsHomalgElement  9.1-1IsHomalgGenerators  6.1-1IsHomalgGeneratorsOfLeftModule  6.1-2IsHomalgGeneratorsOfRightModule  6.1-3IsHomalgMap  8.1-1IsHomalgModule  7.1-1IsHomalgRelations  5.1-1IsHomalgRelationsOfLeftModule  5.1-2IsHomalgRelationsOfRightModule  5.1-3IsHomalgSelfMap  8.1-2IsInjectivePresentation  5.3-2IsMapOfFinitelyGeneratedModulesRep  8.1-3IsPrimeIdeal  7.3-4IsPrimeModule, for modules  7.3-5IsReduced, for generators  6.3-1IsReduced, for modules  7.3-3IsRelationsOfFinitelyPresentedModuleRep  5.1-4IsSymmetricPower  11.2-1Kernel, for maps  10.4-5Kernel, for ring maps  4.2-1KernelEmb, for ring maps  4.1-2KernelSubobject, for ring maps  4.1-1KoszulCocomplex  12.5-1LargestMinimalNumberOfLocalGenerators  7.4-11LeftPresentation, constructor for left modules  7.2-1LeftSubmodule, constructor for left submodules  7.2-10LTensorProduct  10.4-18ModuleOfKaehlerDifferentials  7.4-4NonFlatLocus  7.4-10NumeratorOfHilbertPoincareSeries  7.4-15PreInverse  8.5-2PrimaryDecomposition  7.4-2ProcedureToReadjustGenerators  6.4-1RadicalDecomposition  7.4-3RadicalSubobject  7.4-5ResidueClassRing  7.4-1RHom  10.4-16RightPresentation, constructor for right modules  7.2-2RightSubmodule, constructor for right submodules  7.2-11SingleValueOfExteriorPowerElement  12.4-3Subobject, constructor for submodules using a list of ring elements  7.2-9Subobject, constructor for submodules using matrices  7.2-8SubobjectQuotient, for submodules  7.5-4SymmetricAlgebra  7.4-6SymmetricPower  11.1-1SymmetricPowerBaseModule  11.2-3SymmetricPowerExponent  11.2-2TensorProduct  10.4-10Tor  10.4-14UnreducedNumeratorOfHilbertPoincareSeries  7.4-14Wedge, for elements of exterior powers of free modules  12.4-1
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