a. Show that all automorphisms of a group G form a group under function composition. b. Show
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a. Show that all automorphisms of a group G form a group under function composition.
b. Show that the inner automorphisms of a group G form a normal subgroup of the group of all automorphisms of G under function composition.
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a The composition of two automorphisms of G is a homomorphism of G into G Because each automorphism ...View the full answer
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