fact: Definition respects_equivalenceL_equiv {A A'} {P : forall B, (A <~> B) -> Type} {P' : forall B, A' <~> B -> Type} (eA : A <~> A') (eP : forall B e, P B (equiv_compose' e eA) <~> P' B e) `{HP : RespectsEquivalenceL A P} : RespectsEquivalenceL A' P'.
imports: Basics.Overture Basics.Equivalences Basics.Tactics Types.Equiv Types.Prod Types.Forall Types.Sigma Types.Universe