#n #IHn >IHn //
qed.
+(* Properties on predecessor ************************************************)
+
+lemma yminus_SO2: ∀m. m - 1 = ⫰m.
+* //
+qed.
+
(* Properties on successor **************************************************)
lemma yminus_succ: ∀n,m. ⫯m - ⫯n = m - n.