What is the meaning of Functor?
A category homomorphism; a morphism from a source category to a target category which maps objects to objects and arrows to arrows (either covariantly or contravariantly), in such a way as to preserve morphism composition and identities.
A structure allowing a function to apply within a generic type, in a way that is conceptually similar to a functor in category theory.
functor (a mapping between categories)
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