GAP (SLA) - Index

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### Index

`AddToDatabase` 6.2-8
`AdmissibleLattice` 3.2-1
`AmbientLieAlgebra` 4.1-7
`ApplyWeylPermToCartanElement` 3.1-3
`ApplyWeylPermToWeight` 2.2-4
`AreLinearlyEquivalentSubalgebras` 6.2-7
`Branching` 6.1-2 6.1-2
`CarrierAlgebra` 5.1-8 5.1-8
`CartanSubspace` 5.1-9
`CartanType` 2.1-2
`CharacteristicsOfStrata` 3.2-9 3.2-9
`ClosedSubsets` 6.2-9
`ClosureDiagram` 5.1-7 5.1-7
`ComponentGroup` 4.1-18
`DecompositionOfClosedSet` 6.2-10
`Dimension` 4.1-13
`DirectSumDecomposition` 3.2-2
`DisplayDynkinDiagram` 2.1-3 2.1-3 3.1-2
`DisplayHighestWeight` 3.2-6
`DisplayWeightedDynkinDiagram` 4.1-5 4.1-6
`DistinguishedNilpotentOrbits` 4.1-17
`DualAlgebraModule` 3.2-8
`DynkinIndex` 6.2-6
`ExtendedCartanMatrix` 2.1-1
`FiniteOrderInnerAutomorphisms` 5.1-1
`FiniteOrderOuterAutomorphisms` 5.1-2
`Grading` 5.1-5
`HighestWeight` 3.2-5
`HighestWeightVector` 3.2-4
`InclusionsGraph` 6.2-4
`InducedNilpotentOrbits` 4.1-19
`IsDistinguished` 4.1-16
`IsIrreducibleHWModule` 3.2-3
`IsomorphismOfIrreducibleHWModules` 3.2-7
`IsomorphismOfSemisimpleLieAlgebras` 3.1-1
`IsRegular` 4.1-14
`IsSpecialClosedSet` 6.2-11
`KacDiagram` 5.1-4
`LieAlgebraAndSubalgebras` 6.2-3
`LieAlgebraOfClosedSet` 6.2-12
`MakeDatabaseEntry` 6.2-8
`NilpotentOrbit` 4.1-1
`NilpotentOrbits` 4.1-2
`NilpotentOrbitsOfThetaRepresentation` 5.1-6 5.1-6
`Order` 5.1-3
`PermAsWeylWord` 2.2-6
`ProjectionMatrix` 6.1-1
`RandomSL2Triple` 4.1-10
`RegularNilpotentOrbit` 4.1-15
`RegularSemisimpleSubalgebras` 6.2-1
`RichardsonOrbits` 4.1-21
`RigidNilpotentOrbits` 4.1-20
`SemiSimpleType` 4.1-8
`SizeOfWeylGroup` 2.2-2 2.2-2 2.2-2
`SL2Grading` 4.1-11
`SL2Triple` 4.1-9 4.1-12
`SSSTypes` 6.2-2
`SubalgebrasInclusion` 6.2-5
`WeightedDynkinDiagram` 4.1-3 4.1-4
`WeylGroupAsPermGroup` 2.2-3
`WeylTransversal` 2.2-1 2.2-1
`WeylWordAsPerm` 2.2-5

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