fact: Axiom thm_WLOG_RELATION : forall {_1718 : Type'}, forall R : _1718 -> _1718 -> Prop, forall P : _1718 -> _1718 -> Prop, ((forall x : _1718, forall y : _1718, (P x y) -> P y x) /\ ((forall x : _1718, forall y : _1718, (R x y) \/ (R y x)) /\ (forall x : _1718, forall y : _1718, (R x y) -> P x y))) -> forall x : _1718, forall y : _1718, P x y.
imports: coq theory_hol types terms axioms