# HG changeset patch # User Lars Hupel # Date 1429199532 -7200 # Node ID 243cee7c1e19bd431f88d4572fd780dee4aaeeb5 # Parent 0a064330a885b8681884b14460fa2e1a3749da1f removed trivial lemmas diff -r 0a064330a885 -r 243cee7c1e19 src/HOL/Word/Word_Miscellaneous.thy --- a/src/HOL/Word/Word_Miscellaneous.thy Thu Apr 16 15:55:55 2015 +0200 +++ b/src/HOL/Word/Word_Miscellaneous.thy Thu Apr 16 17:52:12 2015 +0200 @@ -154,8 +154,6 @@ lemma diff_less_eq': "(a - b < c) = (a < b + (c::int))" by arith lemmas m1mod22k = mult_pos_pos [OF zless2 zless2p, THEN zmod_minus1] -lemmas z1pmod2' = zero_le_one [THEN pos_zmod_mult_2, simplified] -lemmas z1pdiv2' = zero_le_one [THEN pos_zdiv_mult_2, simplified] lemma z1pdiv2: "(2 * b + 1) div 2 = (b::int)" by arith