Closed AyumuSaito closed 2 years ago
Lemma intRD (n m : nat) : (n + m)%:Z = (n%:Z + m%:Z)%Z. Proof. exact: Nat2Z.inj_add. Qed. Lemma leZ0n (n : nat) : (0 <= n%:Z)%Z. Proof. exact: Zle_0_nat. Qed.