| Fri, 22 Apr 2011 00:18:25 +0800 |
Christian Urban |
more to the pearl paper
|
file |
diff |
annotate
|
| Sun, 10 Apr 2011 07:41:52 +0800 |
Christian Urban |
eqvt of supp and fresh is proved using equivariance infrastructure
|
file |
diff |
annotate
|
| Fri, 08 Apr 2011 03:47:50 +0800 |
Christian Urban |
eqvt_lambda without eta-expansion
|
file |
diff |
annotate
|
| Mon, 14 Mar 2011 16:35:59 +0100 |
Christian Urban |
equivariance for All and Ex can be proved in terms of their definition
|
file |
diff |
annotate
|
| Fri, 11 Mar 2011 08:51:39 +0000 |
Christian Urban |
more on the paper
|
file |
diff |
annotate
|
| Tue, 01 Mar 2011 00:14:02 +0000 |
Christian Urban |
a bit more tuning
|
file |
diff |
annotate
|
| Mon, 28 Feb 2011 15:21:10 +0000 |
Christian Urban |
split the library into a basics file; merged Nominal_Eqvt into Nominal_Base
|
file |
diff |
annotate
|
| Fri, 25 Feb 2011 21:23:30 +0000 |
Christian Urban |
some slight polishing
|
file |
diff |
annotate
|
| Thu, 24 Feb 2011 16:26:11 +0000 |
Christian Urban |
added a lemma about fresh_star and Abs
|
file |
diff |
annotate
|
| Thu, 27 Jan 2011 04:24:17 +0100 |
Christian Urban |
the proofs with eqvt_at
|
file |
diff |
annotate
|
| Wed, 19 Jan 2011 19:41:50 +0100 |
Christian Urban |
added obtain_fresh lemma; tuned Lambda.thy
|
file |
diff |
annotate
|
| Wed, 19 Jan 2011 18:56:28 +0100 |
Christian Urban |
ported some of the old proofs to serve as testcases
|
file |
diff |
annotate
|
| Wed, 19 Jan 2011 17:11:10 +0100 |
Christian Urban |
added Minimal file to test things
|
file |
diff |
annotate
|
| Tue, 18 Jan 2011 19:27:30 +0100 |
Christian Urban |
defined properly substitution
|
file |
diff |
annotate
|
| Tue, 18 Jan 2011 17:19:50 +0100 |
Christian Urban |
removed finiteness assumption from set_rename_perm
|
file |
diff |
annotate
|
| Tue, 18 Jan 2011 11:02:57 +0100 |
Christian Urban |
the function translating lambda terms to locally nameless lambda terms; still needs a stronger abs_eq_iff lemma...at the moment only proved for restrictions
|
file |
diff |
annotate
|