GAP (YangBaxter) - Index

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### Index

`AdditiveGroupOfRing`, for IsRing 2.1-1
`AsIdeal`, for IsSkewbrace, IsCollection 3.2-3
`BaerRadical`, for IsSkewbrace 3.5-7
`Brace2YB`, for IsSkewbrace 1.1-15
`DehornoyClass`, for IsYB 2.2-3
`DirectProductSkewbraces`, for IsSkewbrace, IsSkewbrace 1.1-10
`Evaluate`, for IsYB, IsList 2.2-1
`Fix`, for IsSkewbrace 3.4-4
`IdBrace`, for IsSkewbrace 1.1-8
`IdealGeneratedBy`, for IsSkewbrace, IsCollection 3.2-4
`Ideals`, for IsSkewbrace 3.2-2
`IdSkewbrace`, for IsSkewbrace 1.1-7
`IntersectionOfTwoIdeals`, for IsSkewbrace and IsIdealInParent, IsSkewbrace and IsIdealInParent 3.2-5
`IsBaer`, for IsSkewbrace 3.5-8
`IsClassical`, for IsSkewbrace 1.1-12
`IsIdeal`, for IsSkewbrace, IsCollection 3.2-1
`IsJacobsonRadical`, for IsRing 2.1-2
`IsLeftIdeal`, for IsSkewbrace, IsCollection 3.1-2
`IsLeftNilpotent`, for IsSkewbrace 3.3-3
`IsMinimalIdeal`, for IsSkewbrace and IsIdealInParent 3.5-11
`IsMultipermutation`, for IsSkewbrace 3.4-3
`IsomorphismSkewbraces` 1.1-9
`IsPrimeBrace`, for IsSkewbrace 3.5-1
`IsPrimeIdeal`, for IsSkewbrace and IsIdealInParent 3.5-2
`IsRightNilpotent`, for IsSkewbrace 3.3-5
`IsSemiprime`, for IsSkewbrace 3.5-4
`IsSemiprimeIdeal`, for IsSkewbrace and IsIdealInParent 3.5-5
`IsSimpleSkewbrace`, for IsSkewbrace 3.3-4
`IsSkewbrace`, for IsAttributeStoringRep 1.1-1
`IsTrivialSkewbrace`, for IsSkewbrace 1.1-13
`IsTwoSided`, for IsSkewbrace 1.1-11
`KernelOfLambda`, for IsSkewbrace 3.4-5
`LeftIdeals`, for IsSkewbrace 3.1-1
`LeftNilpotentIdeals`, for IsSkewbrace 3.3-6
`LeftSeries`, for IsSkewbrace 3.3-1
`LinearRepresentationOfStructureGroup`, for IsYB, IsObject 2.2-4
`LyubashenkoYB`, for IsInt, IsPerm, IsPerm 2.2-2
`MinimalIdeals`, for IsSkewbrace 3.5-12
`MultipermutationLevel`, for IsSkewbrace 3.4-2
`PrimeIdeals`, for IsSkewbrace 3.5-3
`Quotient`, for IsSkewbrace, IsSkewbrace 3.4-6
`RightNilpotentIdeals`, for IsSkewbrace 3.3-7
`RightSeries`, for IsSkewbrace 3.3-2
`SemiprimeIdeals`, for IsSkewbrace 3.5-6
`Skewbrace`, for IsList 1.1-2
`Skewbrace2YB`, for IsSkewbrace 1.1-14
`SkewbraceSubset2YB`, for IsSkewbrace, IsCollection 1.1-16
`SmallBrace`, for IsInt, IsInt 1.1-6
`SmallSkewbrace`, for IsInt, IsInt 1.1-3
`SmoktunowiczSeries`, for IsSkewbrace, IsInt 3.3-8
`Socle`, for IsSkewbrace 3.3-9
`SocleSeries`, for IsSkewbrace 3.4-1
`SolvableSeries`, for IsSkewbrace 3.5-10
`SumOfTwoIdeals`, for IsSkewbrace and IsIdealInParent, IsSkewbrace and IsIdealInParent 3.2-6
`TrivialBrace`, for IsGroup 1.1-4
`TrivialSkewbrace`, for IsGroup 1.1-5
`WedderburnRadical`, for IsSkewbrace 3.5-9

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