iprover: reimplement using mkDerivation

This commit is contained in:
Joachim Fasting 2015-07-16 03:23:36 +02:00
parent bfbb866d41
commit c6d645803a

View File

@ -1,35 +1,19 @@
x@{builderDefsPackage { stdenv, fetchurl, ocaml, eprover }:
, ocaml, eprover
, ...}:
builderDefsPackage
(a :
let
helperArgNames = ["stdenv" "fetchurl" "builderDefsPackage"] ++
[];
buildInputs = map (n: builtins.getAttr n x) stdenv.mkDerivation rec {
(builtins.attrNames (builtins.removeAttrs x helperArgNames)); name = "iprover-${version}";
sourceInfo = rec { version = "0.8.1";
baseName="iprover";
version="0.8.1"; src = fetchurl {
name="${baseName}_v${version}"; url = "http://iprover.googlecode.com/files/iprover_v${version}.tar.gz";
url="http://${baseName}.googlecode.com/files/${name}.tar.gz"; sha256 = "15qn523w4l296np5rnkwi50a5x2xqz0kaza7bsh9bkazph7jma7w";
hash="15qn523w4l296np5rnkwi50a5x2xqz0kaza7bsh9bkazph7jma7w";
};
in
rec {
src = a.fetchurl {
url = sourceInfo.url;
sha256 = sourceInfo.hash;
}; };
name = "${sourceInfo.baseName}-${sourceInfo.version}"; buildInputs = [ ocaml eprover ];
inherit buildInputs;
/* doConfigure should be removed if not needed */ preConfigure = ''patchShebangs .'';
phaseNames = ["doConfigure" "doMake" "doDeploy"];
configureCommand = "sh configure"; installPhase = ''
doDeploy = a.fullDepEntry (''
mkdir -p "$out/bin" mkdir -p "$out/bin"
cp iproveropt "$out/bin" cp iproveropt "$out/bin"
@ -37,22 +21,16 @@ rec {
cp *.p "$out/share/${name}" cp *.p "$out/share/${name}"
echo -e "#! /bin/sh\\n$out/bin/iproveropt --clausifier \"${eprover}/bin/eprover\" --clausifier_options \" --tstp-format --silent --cnf \" \"\$@\"" > "$out"/bin/iprover echo -e "#! /bin/sh\\n$out/bin/iproveropt --clausifier \"${eprover}/bin/eprover\" --clausifier_options \" --tstp-format --silent --cnf \" \"\$@\"" > "$out"/bin/iprover
chmod a+x "$out"/bin/iprover chmod a+x "$out"/bin/iprover
'') ["defEnsureDir" "minInit" "doMake"]; '';
meta = { meta = with stdenv.lib; {
description = "An automated first-order logic theorem prover"; description = "An automated first-order logic theorem prover";
maintainers = with a.lib.maintainers; maintainers = with maintainers;
[ [
raskin raskin
]; ];
platforms = with a.lib.platforms; platforms = platforms.linux;
linux; license = licenses.gpl3;
license = with a.lib.licenses; downloadPage = "http://code.google.com/p/iprover/downloads/list";
gpl3;
}; };
passthru = { }
updateInfo = {
downloadPage = "http://code.google.com/p/iprover/downloads/list";
};
};
}) x