2009-11-02 12:44:27 +01:00
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# TODO:
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# - coqide compilation should be optional or (better) separate;
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2008-06-04 17:10:05 +02:00
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2010-12-20 11:32:22 +01:00
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{stdenv, fetchurl, ocaml, findlib, camlp5, lablgtk, ncurses}:
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2009-11-02 12:44:27 +01:00
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let
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2010-11-04 12:24:27 +01:00
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version = "8.3";
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2009-11-02 12:44:27 +01:00
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in
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stdenv.mkDerivation {
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2010-08-05 20:44:42 +02:00
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name = "coq-${version}";
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2008-06-04 17:10:05 +02:00
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src = fetchurl {
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2010-08-05 20:44:42 +02:00
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url = "http://coq.inria.fr/V${version}/files/coq-${version}.tar.gz";
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2010-11-04 12:24:27 +01:00
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sha256 = "02iy4rxz1n1kc85fb3vs4xpxqfxjw87y2gvmi39fxrj8742qx0dx";
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2008-06-04 17:10:05 +02:00
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};
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2010-12-20 11:32:22 +01:00
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buildInputs = [ ocaml findlib camlp5 ncurses lablgtk ];
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2008-06-04 17:10:05 +02:00
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prefixKey = "-prefix ";
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2009-11-02 12:44:27 +01:00
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2010-12-20 11:32:22 +01:00
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preConfigure = ''
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configureFlagsArray=(
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-camldir ${ocaml}/bin
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-camlp5dir $(ocamlfind query camlp5)
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2011-01-02 18:25:18 +01:00
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-lablgtkdir ${lablgtk}/lib/ocaml/*/site-lib/lablgtk2 -opt -coqide opt
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2010-12-20 11:32:22 +01:00
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)
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'';
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2009-11-02 12:44:27 +01:00
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buildFlags = "world"; # Debug with "world VERBOSE=1";
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2010-11-23 06:54:58 +01:00
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patches = [ ./configure.patch ./coq-8.3-make-3.82-compat.patch ];
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2009-11-02 12:44:27 +01:00
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postPatch = ''
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2008-06-04 17:10:05 +02:00
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UNAME=$(type -tp uname)
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2009-11-02 12:44:27 +01:00
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RM=$(type -tp rm)
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2010-11-04 12:24:27 +01:00
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substituteInPlace configure --replace "/bin/uname" "$UNAME"
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substituteInPlace tools/beautify-archive --replace "/bin/rm" "$RM"
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2009-11-02 12:44:27 +01:00
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substituteInPlace scripts/coqmktop.ml --replace \
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"\"-I\"; \"+lablgtk2\"" \
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"\"-I\"; \"${lablgtk}/lib/ocaml/lablgtk2\"; \"-I\"; \"${lablgtk}/lib/ocaml/stublibs\""
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2008-06-04 17:10:05 +02:00
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'';
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2010-05-18 15:40:19 +02:00
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postInstall = ''
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cp ide/*.cmi ide/ide.*a $out/lib/coq/ide/
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'';
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2009-11-02 12:44:27 +01:00
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meta = {
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description = "Coq proof assistant";
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longDescription = ''
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Coq is a formal proof management system. It provides a formal language
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to write mathematical definitions, executable algorithms and theorems
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together with an environment for semi-interactive development of
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machine-checked proofs.
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'';
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homepage = "http://coq.inria.fr";
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license = "LGPL";
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};
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}
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