Order of Phi(a) = order of a, where Phi is an automorphism of G # Algebraic Structures # TAM5A

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Let G be a group and Phi an automorphism of G. If a in G has order o(a), then o(phi(a)) is o(a) . Let G be a group and Phi an automorphism of G. If a in G has order o(a), then o(phi(a)) is o(a) .
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