If A B is an equivalence in a category e and g B A is the morphism such that g 1 A , g 1 b , show that g is unique ...

Answer To show that g is unique we assume that there exists anot ...

If : A B is an equivalence in a category e and g : B

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If ∫ : A → B is an equivalence in a category e and g : B → A is the morphism such that g о ∫= 1_A,∫ о g = 1_b, show that g is unique.

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Algebra Graduate Texts In Mathematics 73

ISBN: 9780387905181

8th Edition

Authors: Thomas W. Hungerford

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If : A B is an equivalence in a category e and g : B

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Algebra Graduate Texts In Mathematics 73

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