equal
deleted
inserted
replaced
224 proof(cases (no_simp)) |
224 proof(cases (no_simp)) |
225 case LAcc with LAcc_code show ?thesis by auto |
225 case LAcc with LAcc_code show ?thesis by auto |
226 next |
226 next |
227 case (Call a b c d e f g h i j k l m n o p q r s t u v s4) |
227 case (Call a b c d e f g h i j k l m n o p q r s t u v s4) |
228 with Call_code show ?thesis |
228 with Call_code show ?thesis |
229 by(cases "s4")(simp, (erule meta_allE meta_impE|rule conjI refl| assumption)+) |
229 by(cases "s4") auto |
230 qed(erule (3) that[OF refl]|assumption)+ |
230 qed(erule (3) that[OF refl]|assumption)+ |
231 next |
231 next |
232 case evals |
232 case evals |
233 from evals.prems show thesis |
233 from evals.prems show thesis |
234 by(cases (no_simp))(erule (3) that[OF refl]|assumption)+ |
234 by(cases (no_simp))(erule (3) that[OF refl]|assumption)+ |