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	LECTURE-88 For any group G , G/ Z(G) is isomorphic to Inn(G) (UJJAL) View
	InnG=~G/Z(G)\|\| InnG is isomorphic to G/Z(G) with important applications and short tricks (Maths with Dr. Upasana pahuja Taneja) View
	L9 \| G/Z(G)=Inn(G) \| Theorem 9 4\| J A Gallian \| Group Theory 2 \| Algebra \| B Sc Hons Maths (Mathematical Science) View
	Lecture 2(Group Theory II): G/Z(G) is Isomorphic to Inn(G) (Sujit Ghosh) View
	G/Z(G) is isomorphic to Inn(G) \| Group theory \| application of factor group @gajendrapurohit (Online Study Bhaskar) View
	#165: Factor group, G/Z(G) is isomorphic to inner automorphism group of G (MY Learnings) View
	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) . (nothing but math proofs) View
	Group theory L-2 (Dr. Narinder Sharma ) View
	Solution\|Q 61-65; Ch-5; Contemporary Abstract Algebra-8th Ed.\|Joseph A. Gallian\|Permutation Groups (Math Tecz) View
	Automorphism of infinite cyclic Groups\|\| Automorphism of Z (Maths with Dr. Upasana pahuja Taneja) View