Groups-isomorphism and homomorphism
Question:
Groups : Isomorphism and Homomorphism
Show that a group G is simple if and only if every nontrivial group homomorphism G -> G1 is one-to-one.
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Groups : Isomorphism and Homomorphism.Show that a group G is simple if and only if every nontrivial group homomorphism G -> G1 is one-to-one.
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