| changeset 78881 | fb6828831ef1 | 
| parent 78101 | 300537844bb7 | 
| child 78935 | 5e788ff7a489 | 
--- a/src/HOL/Nat.thy Tue Oct 31 17:32:56 2023 +0100 +++ b/src/HOL/Nat.thy Thu Nov 02 14:10:08 2023 +0000 @@ -342,7 +342,10 @@ lemma Suc_diff_diff [simp]: "(Suc m - n) - Suc k = m - n - k" by (simp add: diff_diff_add) -lemma diff_Suc_1 [simp]: "Suc n - 1 = n" +lemma diff_Suc_1: "Suc n - 1 = n" + by simp + +lemma diff_Suc_1' [simp]: "Suc n - Suc 0 = n" by simp