fact: Axiom thm_MAP : forall {A B : Type'}, (forall f : A -> B, (@List.map A B f (@nil A)) = (@nil B)) /\ (forall f : A -> B, forall h : A, forall t : list A, (@List.map A B f (@cons A h t)) = (@cons B (f h) (@List.map A B f t))).
imports: coq theory_hol types terms axioms