Permutation groups Sample Clauses

Permutation groups. 2.1.1 Group actions and transitivity We begin with an introduction to permutation group theory. For a set Ω, let Sym (Ω) denote the group of permutations of Ω. We will write permutations on the right, and compose from left to right, so that when g, h ∈ Sym(Ω), and ω ∈ Ω, we have ωgh = (ωg)h.
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