Inner automorphisms of a group
Assignment:
Let G be a group and Z(G) , the centre of G, then G / Z(G) ≅ I(G), where I(G) is the set of all inner automorphisms of G.
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Let G be a group and Z(G) , the centre of G, then G / Z(G) I(G), where I(G) is the set of all inner automorphisms of G.
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