| author | kleing |
| Wed, 24 Dec 2003 08:54:30 +0100 | |
| changeset 14328 | fd063037fdf5 |
| parent 10834 | a7897aebbffc |
| child 14428 | bb2b0e10d9be |
| permissions | -rw-r--r-- |
(* Title: HOL/Lex/Automata.thy ID: $Id$ Author: Tobias Nipkow Copyright 1998 TUM Conversions between different kinds of automata *) Automata = DA + NAe + constdefs na2da :: ('a,'s)na => ('a,'s set)da "na2da A == ({start A}, %a Q. Union(next A a ` Q), %Q. ? q:Q. fin A q)" nae2da :: ('a,'s)nae => ('a,'s set)da "nae2da A == ({start A}, %a Q. Union(next A (Some a) ` ((eps A)^* `` Q)), %Q. ? p: (eps A)^* `` Q. fin A p)" end