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15 commits

Author SHA1 Message Date
Vincent Laporte 6a69a25c56 Adds coq-interval 
This library provides vernacular files containing tactics for
simplifying the proofs of inequalities on expressions of real numbers
for the Coq proof assistant.

Homepage: http://coq-interval.gforge.inria.fr/
 2014-12-08 09:15:13 +01:00
Vincent Laporte 7893825613 coq-flocq: license 2014-12-07 13:14:33 +01:00
John Wiegley e5d92d45b7 coqPackages.coqeal: new expression 2014-12-04 14:15:30 -06:00
John Wiegley 38ab111dd7 coqPackages.unimath: new expression 2014-11-12 14:37:25 -06:00
John Wiegley 89e68ee32e coqPackages.flocq: new expression 2014-10-21 00:23:36 -05:00
John Wiegley f78f2a90d6 coqPackages.ssreflect, more: build ssrcoq binary, add maintainer 2014-10-13 16:11:33 -05:00
John Wiegley 7821d15299 coqPackages.domains: new expression 2014-10-11 22:01:46 -05:00
John Wiegley f300c68977 coqPackages.ynot: remove broken tag 2014-10-11 19:32:16 -05:00
John Wiegley 904bee0c46 coqPackages.[coq-ext-lib,heq,paco,ynot]: new expressions 2014-10-11 17:24:59 -05:00
John Wiegley 382badfefb coqPackages.bedrock: new expression 2014-10-11 16:22:15 -05:00
John Wiegley 814961f37a coqPackages.tlc: new expression 2014-10-11 13:29:45 -05:00
John Wiegley f310d73ac1 coqPackages.containers: set broken to false 2014-10-11 13:02:22 -05:00
John Wiegley a064080d8c coqPackages.containers: correct sha256 for the tarball 2014-10-11 13:00:22 -05:00
Vincent Laporte 01c6d8569f coq-containers: package is broken 2014-10-01 18:39:31 +01:00
Vincent Laporte c30c5f7cf3 Adds three coq libraries: containers, mathcomp, ssreflect 
Containers is a reimplementation of the FSets/FMaps library from the
standard library, using typeclasses.

Homepage: http://coq.inria.fr/pylons/pylons/contribs/view/Containers/v8.4

The Mathematical Components (mathcomp) contains advanced theory files
covering a wide spectrum of mathematics.

Homepage: http://ssr.msr-inria.inria.fr/

Ssreflect is a proof language (plugin for Coq) and a small set of core
theory libraries about boolean, natural numbers, sequences, decidable
equality and finite types.

Homepage: http://ssr.msr-inria.inria.fr/
 2014-09-28 14:03:15 +01:00