fact: Axiom thm_ARITH_SUC : (forall n : nat, (S (NUMERAL n)) = (NUMERAL (S n))) /\ (((S 0) = (BIT1 0)) /\ ((forall n : nat, (S (BIT0 n)) = (BIT1 n)) /\ (forall n : nat, (S (BIT1 n)) = (BIT0 (S n))))).
imports: coq theory_hol types terms axioms