Inner automorph||Prove that for an abelian group the only inner automorphism is the identity mapping

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For an abelian group the only inner automorphism is the identity mapping whereas for non-abelian gro For an abelian group the only inner automorphism is the identity mapping whereas for non-abelian gro
For an abelian group the Only inner automorphism is the identity mapping whereas for non abelian For an abelian group the Only inner automorphism is the identity mapping whereas for non abelian
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