Lecture
Functor Hom: Abelian Groups
Description
This lecture covers the construction of the Hom functor in the context of Abelian groups. The Hom functor is specified on objects by the set of group homomorphisms between two groups, with addition defined pointwise. The lecture also delves into the definition of the Hom functor on morphisms, showcasing its properties and applications.
Official source
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