doc-src/Intro/bool_nat.thy
author oheimb
Wed, 12 Aug 1998 16:21:18 +0200
changeset 5304 c133f16febc7
parent 105 216d6ed87399
permissions -rw-r--r--
the splitter is now defined as a functor moved addsplits, delsplits, Addsplits, Delsplits to Provers/splitter.ML moved split_thm_info to Provers/splitter.ML definined atomize via general mk_atomize removed superfluous rot_eq_tac from simplifier.ML HOL/simpdata.ML: renamed mk_meta_eq to meta_eq, re-renamed mk_meta_eq_simp to mk_meta_eq added Eps_eq to simpset

BoolNat = Arith +
types   bool,nat    0
arities bool,nat    :: arith
consts  Suc         :: "nat=>nat"
rules   add0        "0 + n = n::nat"
        addS        "Suc(m)+n = Suc(m+n)"
        nat1        "1 = Suc(0)"
        or0l        "0 + x = x::bool"
        or0r        "x + 0 = x::bool"
        or1l        "1 + x = 1::bool"
        or1r        "x + 1 = 1::bool"
end