fact: Axiom thm_ISO_USAGE : forall {_33436 _33439 : Type'} (g : _33436 -> _33439) (f : _33439 -> _33436), (@ExtensionalityFacts.is_inverse _33439 _33436 f g) -> (forall P : _33439 -> Prop, (forall x : _33439, P x) = (forall x : _33436, P (g x))) /\ ((forall P : _33439 -> Prop, (exists x : _33439, P x) = (exists x : _33436, P (g x))) /\ (forall a : _33439, forall b : _33436, (a = (g b)) = ((f a) = b))).
imports: coq theory_hol types terms axioms