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Author SHA1 Message Date
Tobias Geerinckx-Rice 32d40f0f98 Remove no longer (or never) referenced patches
55 files changed, 6041 deletions. Tested with `nix-build -A tarball`.
2016-01-24 02:02:21 +01:00
Vincent Laporte 7462d96a65 ssreflect, mathcomp: fix build 2016-01-04 23:37:40 +01:00
John Wiegley e582c41482 coqPackages.mathcomp,ssreflect: 1.5 -> 1.6
See the INSTALL file in the mathcomp package for instructions on
upgrading projects from 1.5 to 1.6.  The 1.6 version works with both Coq
8.4 and 8.5.
2015-12-20 11:12:23 -08:00
John Wiegley 8f97ad7b3c coqPackages.ssreflect: add ncurses as a dependency
This is needed in the Darwin pure environment, where ncurses is not
available within the sandbox.  The exact error was:

coqmktop -coqlib `coqtop -where` -o bin/ssrcoq.byte -I +threads src/ssrmatching.cmo src/ssreflect.cmo
ld: warning: directory not found for option '-L/nix/store/wlf8pb7gz5alzbhdxwayxx0x4as3rnw8-coq-8.5b2/lib/coq/kernel/byterun'
ld: library not found for -lncurses
2015-10-31 09:33:05 -07:00
Vincent Laporte cd3a7d5be6 ssreflect, mathcomp: better package names 2015-06-19 18:11:33 +02:00
Vincent Laporte 524b7fe178 coq-ssreflect: refactor 2015-06-19 18:11:33 +02:00
Vincent Laporte e6b29c024b coq-ssreflect: also build and install the documentation 2015-06-19 18:11:33 +02:00
John Wiegley 9402a56620 coq_8_5: New expression 2015-04-26 22:29:15 -05:00
John Wiegley f78f2a90d6 coqPackages.ssreflect, more: build ssrcoq binary, add maintainer 2014-10-13 16:11:33 -05:00
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