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Covariant Functor
Definition
A functor F is called covariant if it preserves the directions of arrows, i.e., every arrow f:A⟶B is mapped to an arrow F(f):F(A)⟶F(B).
Related terms
A functor F is called covariant if it preserves the directions of arrows, i.e., every arrow f:A⟶B is mapped to an arrow F(f):F(A)⟶F(B).