(* Title: ZF/AC/AC18_AC19.thy ID: $Id$ Author: Krzysztof GrabczewskiAdditional definition used in the proof AC19 ==> AC1 which is a partof the chain AC1 ==> AC18 ==> AC19 ==> AC1*)AC18_AC19 = AC_Equiv +consts u_ :: i => idefs u_def "u_(a) == {c Un {0}. c:a}"end