src/HOLCF/IOA/meta_theory/Sequence.thy
changeset 23778 18f426a137a9
parent 19741 f65265d71426
child 25131 2c8caac48ade
equal deleted inserted replaced
23777:60b7800338d5 23778:18f426a137a9
   353 apply (simp add: Consq_def)
   353 apply (simp add: Consq_def)
   354 done
   354 done
   355 
   355 
   356 lemma Seq_Finite_ind:
   356 lemma Seq_Finite_ind:
   357 "!! P.[| Finite x; P nil; !! a s. [| Finite s; P s|] ==> P (a>>s) |] ==> P x"
   357 "!! P.[| Finite x; P nil; !! a s. [| Finite s; P s|] ==> P (a>>s) |] ==> P x"
   358 apply (erule (1) sfinite.induct)
   358 apply (erule (1) Finite.induct)
   359 apply (tactic {* def_tac 1 *})
   359 apply (tactic {* def_tac 1 *})
   360 apply (simp add: Consq_def)
   360 apply (simp add: Consq_def)
   361 done
   361 done
   362 
   362 
   363 
   363