AbelianizationHomomorphism 4.4-2 AddressOfLeaf 2.3-3 AllInvolutiveCompatibilityCocycles, for IsLocalAction 5.3-2 AreCompatibleBallElements 3.2-1 AssembleAutomorphism 3.2-4 AutBall 2.2-1 BallAddresses 2.3-1 CompatibilitySet, for F, aut, dir 3.2-3 CompatibleBallElement 3.2-2 CompatibleKernels, for d, F 4.5-1 CompatibleSubgroups 3.3-3 ComposeAddresses 2.3-6 ConjugacyClassRepsCompatibleGroupsWithProjection 3.3-5 ConjugacyClassRepsCompatibleSubgroups, for IsLocalAction 3.3-4 ImageAddress 2.3-5 ImageOfProjection 2.1-8 InvolutiveCompatibilityCocycle, for IsLocalAction 5.3-1 IsLocalAction, for IsPermGroup 2.1-1 LeafAddresses 2.3-2 LeafOfAddress 2.3-4 LocalAction, for IsInt, IsInt, IsPermGroup 2.1-2 LocalActionDegree, for IsLocalAction 2.1-4 LocalActionDelta, for d, F 4.1-3 LocalActionElement, for d, a 4.1-1 LocalActionGamma, for d, F 4.1-2 LocalActionNC, for IsInt, IsInt, IsPermGroup 2.1-3 LocalActionPhi, for d, F, N 4.3-1 LocalActionPi 4.4-4 LocalActionRadius, for IsLocalAction 2.1-5 LocalActionSigma, for d, F, K 4.5-2 MaximalCompatibleSubgroup, for IsLocalAction 3.3-1 Projection, for F, r 2.1-7 SatisfiesC, for IsLocalAction 3.3-2 SatisfiesD, for IsLocalAction 5.2-1 SignHomomorphism 4.4-1 SpheresProduct 4.4-3 YieldsDiscreteUniversalGroup, for IsLocalAction 5.2-2
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