Homotopy Type Theory fully faithful > history (Rev #3, changes)

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Idea

Definition

A functor $F : A \to B$ is faithful if for all $a,b : A$, the function

is injective?, and full if for all $a,b : A$ this function is surjective?. If it is both then $F$ is fully faithful

See also

Category theory functor equivalence of precategories

References

HoTT Book