A subgroup H is conjugate to a subgroup K of a group G if there exists an
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A subgroup H is conjugate to a subgroup K of a group G if there exists an inner automorphism ig of G such that ig[H] = K. Show that conjugacy is an equivalence relation on the collection of subgroups of G.
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Reflexive Because i e H H for every subgroup H of G we ...View the full answer
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