GAP (RepnDecomp) - Index

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### Index

`AreRepsIsomorphic` 2.2-1
`BlockDiagonalBasisOfRepresentation` 5.1-1
`BlockDiagonalRepresentation` 5.1-2
`CanonicalDecomposition` 5.3-1
`CentralizerBlocksOfRepresentation` 6.1-1
`CentralizerOfRepresentation` 6.1-2
`CharacterOfTensorProductOfRepresentations` 4.3-5
`ClassSumCentralizer` 6.2-1
`ClassSumCentralizerNC` 6.2-2
`ComposeHomFunction` 4.4-1
`DegreeOfRepresentation` 4.5-3
`DirectSumOfRepresentations` 4.5-2
`GroupSumBSGS` 4.2-1
`IrreducibleDecomposition` 5.3-2
`IrreducibleDecompositionCollected` 5.3-3
`IrreducibleDecompositionDixon` 3.2-1
`IsFiniteGroupLinearRepresentation`, for IsGroupHomomorphism 4.1-1
`IsFiniteGroupPermutationRepresentation`, for IsGroupHomomorphism 4.1-2
`IsLinearRepresentationIsomorphism` 2.2-2
`IsOrthonormalSet` 4.5-5
`IsTensorProductKroneckerRep`, for IsPositionalObjectRep 4.3-3
`IsTensorProductOfMatricesObj`, for IsMultiplicativeElementWithInverse 4.3-1
`IsTensorProductPairRep`, for IsPositionalObjectRep 4.3-2
`IsUnitaryRepresentation` 3.1-2
`LDLDecomposition` 3.1-3
`LinearRepresentationIsomorphism` 2.1-1
`LinearRepresentationIsomorphismSlow` 2.1-2
`PermToLinearRep` 4.5-4
`REPN_ComputeUsingMyMethod`, for IsGroupHomomorphism 5.2-1
`REPN_ComputeUsingMyMethodCanonical`, for IsGroupHomomorphism 5.2-2
`REPN_ComputeUsingSerre`, for IsGroupHomomorphism 5.3-4
`TensorProductOfMatrices` 4.3-4
`TensorProductRepLists` 4.5-1
`UnitaryRepresentation` 3.1-1

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