Let G be a group. Prove that the permutations p a : G G, where p
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Let G be a group. Prove that the permutations pa: G → G, where pa(x) = xa for a ∈ G and x ∈ G, do form a group isomorphic to G.
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To start we show that a is a permutation of G If a x a y then xa ya and ...View the full answer
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