9/8/2023 0 Comments Define permutationReturn a group character from values, where values is a list of the values of the character evaluated on the conjugacy classes. Return the subgroup of elements that commute with every element of this group. Return the number of elements of this group. Return the list of block systems of imprimitivity. Return a finitely presented group isomorphic to self. Base for Classical Matrix Groups with GAP.Partition backtrack functions for matrices.Partition backtrack functions for lists – a simple example of using partn_ref.Graph-theoretic partition backtrack functions.Unitary Groups \(GU(n,q)\) and \(SU(n,q)\) with GAP.Finitely Generated Matrix Groups with GAP.Matrix group elements implemented in GAP.Matrix group over a ring that GAP understands. Conjugacy Classes Of The Symmetric Group.“Named” Permutation groups (such as the symmetric group, S_n).Groups of elements representing (complex) arguments.Elements (characters) of the dual group of a finite Abelian group.Dual groups of Finite Multiplicative Abelian Groups.Multiplicative Abelian Groups With Values.Finitely generated abelian groups with GAP.Elements of a semimonomial transformation group.Functor that converts a commutative additive group into a multiplicative group.Group homomorphisms for groups with a GAP backend.
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