| Tue, 28 Jul 2015 16:16:13 +0100 |
paulson |
the Cauchy integral theorem and related material
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| Fri, 03 Jul 2015 08:26:34 +0200 |
hoelzl |
add named theorems order_continuous_intros; lfp/gfp_funpow; bounded variant for lfp/gfp transfer
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| Sat, 11 Apr 2015 11:56:40 +0100 |
paulson |
Overloading of ln and powr, but "approximation" no longer works for powr. Code generation also fails due to type ambiguity in scala.
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| Tue, 27 Jan 2015 16:12:40 +0100 |
hoelzl |
ereal: tuned proofs concerning continuity and suprema
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| Sun, 02 Nov 2014 17:06:05 +0100 |
wenzelm |
modernized header;
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| Thu, 04 Sep 2014 14:02:37 +0200 |
hoelzl |
cleanup Wfrec; introduce dependent_wf/wellorder_choice
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| Sat, 12 Apr 2014 17:26:27 +0200 |
nipkow |
made mult_pos_pos a simp rule
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| Fri, 11 Apr 2014 22:53:33 +0200 |
nipkow |
made divide_pos_pos a simp rule
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| Tue, 18 Mar 2014 22:11:46 +0100 |
haftmann |
consolidated theorem names containing INFI and SUPR: have INF and SUP instead uniformly
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| Tue, 18 Mar 2014 15:53:48 +0100 |
hoelzl |
cleanup Series: sorted according to typeclass hierarchy, use {..<_} instead of {0..<_}
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| Sun, 16 Mar 2014 18:09:04 +0100 |
haftmann |
normalising simp rules for compound operators
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| Sat, 25 May 2013 15:44:29 +0200 |
haftmann |
weaker precendence of syntax for big intersection and union on sets
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| Thu, 31 Jan 2013 11:31:30 +0100 |
hoelzl |
use order topology for extended reals
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| Mon, 14 Jan 2013 17:29:04 +0100 |
hoelzl |
renamed countable_basis_space to second_countable_topology
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| Fri, 14 Dec 2012 16:33:22 +0100 |
wenzelm |
updated some headers;
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| Tue, 27 Nov 2012 13:48:40 +0100 |
immler |
based countable topological basis on Countable_Set
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| Tue, 27 Nov 2012 11:29:47 +0100 |
immler |
qualified interpretation of sigma_algebra, to avoid name clashes
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| Mon, 19 Nov 2012 18:01:48 +0100 |
hoelzl |
tuned: use induction rule sigma_sets_induct_disjoint
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| Thu, 15 Nov 2012 15:50:01 +0100 |
immler |
generalized to copy of countable types instead of instantiation of nat for discrete topology
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| Thu, 15 Nov 2012 10:49:58 +0100 |
immler |
regularity of measures, therefore:
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