Sun, 01 Apr 2012 19:04:52 +0200 wenzelm simplified;
Sun, 01 Apr 2012 18:01:19 +0200 wenzelm tuned signature;
Sun, 01 Apr 2012 15:23:43 +0200 wenzelm clarified Named_Target.target_declaration: propagate through other levels as well;
Sun, 01 Apr 2012 14:29:22 +0200 wenzelm Local_Theory.map_contexts with explicit level indication: 0 = main target at bottom;
Sun, 01 Apr 2012 09:12:03 +0200 huffman tuned proofs
Sat, 31 Mar 2012 22:45:46 +0200 huffman merged
Sat, 31 Mar 2012 20:09:24 +0200 huffman tuned proof
Sat, 31 Mar 2012 19:10:58 +0200 huffman add lemma power_le_one
Sat, 31 Mar 2012 19:38:41 +0200 wenzelm tuned;
Sat, 31 Mar 2012 19:26:23 +0200 wenzelm tuned signature;
Sat, 31 Mar 2012 19:09:59 +0200 wenzelm more direct Local_Defs.contract;
Sat, 31 Mar 2012 15:29:49 +0200 wenzelm more precise Local_Defs.expand wrt. *local* prems only;
Sat, 31 Mar 2012 15:21:35 +0200 wenzelm tuned comment;
Fri, 30 Mar 2012 21:08:00 +0200 wenzelm more robust Scala 2.9.x interpreter invocation -- avoid separate interpreter thread and thus deadlock of Swing_Thread.now;
Fri, 30 Mar 2012 19:36:41 +0200 wenzelm tuned;
Fri, 30 Mar 2012 18:56:46 +0200 haftmann dropped empty files
Fri, 30 Mar 2012 18:56:02 +0200 haftmann dropped now obsolete Cset theories
Fri, 30 Mar 2012 17:25:34 +0200 wenzelm merged
Fri, 30 Mar 2012 17:22:17 +0200 wenzelm tuned proofs, less guesswork;
Fri, 30 Mar 2012 17:21:36 +0200 huffman merged
Fri, 30 Mar 2012 16:44:23 +0200 huffman load Tools/numeral.ML in Num.thy
Fri, 30 Mar 2012 16:43:07 +0200 huffman tuned proof
Fri, 30 Mar 2012 15:56:12 +0200 huffman set up numeral reorient simproc in Num.thy
Fri, 30 Mar 2012 15:43:30 +0200 huffman remove redundant simp rule
Fri, 30 Mar 2012 15:24:24 +0200 huffman add simp rules for eve/odd on numerals
Fri, 30 Mar 2012 14:27:29 +0200 huffman remove content-free theory ex/Arithmetic_Series_Complex.thy
Fri, 30 Mar 2012 14:25:32 +0200 huffman rephrase lemmas about arithmetic series using numeral '2'
Fri, 30 Mar 2012 14:00:18 +0200 huffman rephrase lemma card_Pow using '2' instead of 'Suc (Suc 0)'
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