Math and science::Algebra::Aluffi

Endomorphisms and automorphisms

An endomorphism is a morphism that [meets what criteria?].

For an object $A$ in category $C$ the set of endomorphisms of $A$ are all morphisms in [what set?], which is denoted as ${End}_{C} (A)$ .

An automorphism is a morphism that [meets criteria 1] and [criterial 2].

For an object $A$ in category $C$ , the set of automorphisms for $A$ is denoted as ${Aut}_{C} (A)$ . ${Aut}_{C} (A)$ is a subset of [what set?].

05.10.2020