
nipkow@8563: (*  Title:      HOL/List.thy
nipkow@8563:     ID:         $Id$
nipkow@8563:     Author:     Tobias Nipkow
nipkow@8563:     Copyright   2000 TU Muenchen
nipkow@8563: 
nipkow@8563: A basis for building theory List on. Is defined separately to serve as a
nipkow@8563: basis for theory ToyList in the documentation.
nipkow@8563: *)
wenzelm@8490: 
wenzelm@8490: theory PreList =
nipkow@10212:   Option + Wellfounded_Relations + NatSimprocs + Recdef + Record +
wenzelm@10261:   Relation_Power + Calculation + SVC_Oracle:
wenzelm@8490: 
wenzelm@10261: (*belongs to theory HOL*)
wenzelm@10261: declare case_split [cases type: bool]
wenzelm@10261: 
wenzelm@10261: (*belongs to theory Wellfounded_Recursion*)
wenzelm@10261: declare wf_induct [induct set: wf]
wenzelm@9066: 
wenzelm@8490: end




