hol_light: fix script, upgrade to r189
This also tweaks the version number to just use the SVN revision (rather than date), since it's unambiguous and increasing anyway. Signed-off-by: Austin Seipp <aseipp@pobox.com>
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@ -1,15 +1,12 @@
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{stdenv, fetchsvn}:
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{ stdenv, fetchsvn }:
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let
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revision = "73";
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in
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stdenv.mkDerivation {
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name = "hol_light_mode-${revision}";
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stdenv.mkDerivation rec {
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name = "hol_light-mode-${version}";
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version = "73";
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src = fetchsvn {
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url = http://seanmcl-ocaml-lib.googlecode.com/svn/trunk/workshop/software/emacs;
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rev = revision;
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rev = version;
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sha256 = "3ca83098960439da149a47e1caff32536601559a77f04822be742a390c67feb7";
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};
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@ -20,6 +17,10 @@ stdenv.mkDerivation {
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'';
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meta = {
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description = "A HOL Light mode for emacs";
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description = "A HOL Light mode for Emacs";
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homepage = http://www.cl.cam.ac.uk/~jrh13/hol-light/;
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license = stdenv.lib.licenses.gpl2Plus;
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platforms = stdenv.lib.platforms.all;
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maintainers = [ stdenv.lib.maintainers.thoughtpolice ];
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};
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}
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@ -1,19 +1,20 @@
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{stdenv, fetchsvn, writeScript, ocaml, findlib, camlp5}:
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{ stdenv, fetchsvn, writeScript, ocaml, findlib, camlp5 }:
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let
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start_script = ''
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#!/bin/sh
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cd "$out/lib/hol_light"
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exec ${ocaml}/bin/ocaml -I "camlp5 -where" -init make.ml
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exec ${ocaml}/bin/ocaml -I \`${camlp5}/bin/camlp5 -where\` -init make.ml
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'';
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in
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stdenv.mkDerivation rec {
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name = "hol_light-${version}";
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version = "189";
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stdenv.mkDerivation {
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name = "hol_light-20140112";
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src = fetchsvn {
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url = http://hol-light.googlecode.com/svn/trunk;
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rev = "179";
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sha256 = "1j402s7142fj09bjijrkargwx03fvbdwmn0hgzzmi6s4p1y7gww0";
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rev = version;
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sha256 = "1v10l64rs7da2kag3wlb651i09pn83icy9n5z84j8h1iwlxzajdh";
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};
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buildInputs = [ ocaml findlib camlp5 ];
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@ -27,16 +28,9 @@ stdenv.mkDerivation {
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meta = {
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description = "Interactive theorem prover based on Higher-Order Logic";
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longDescription = ''
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HOL Light is a computer program to help users prove interesting
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mathematical theorems completely formally in Higher-Order Logic. It sets
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a very exacting standard of correctness, but provides a number of
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automated tools and pre-proved mathematical theorems (e.g., about
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arithmetic, basic set theory and real analysis) to save the user work.
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It is also fully programmable, so users can extend it with new theorems
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and inference rules without compromising its soundness.
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'';
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homepage = http://www.cl.cam.ac.uk/~jrh13/hol-light/;
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license = stdenv.lib.licenses.bsd2;
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platforms = stdenv.lib.platforms.unix;
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maintainers = [ stdenv.lib.maintainers.thoughtpolice ];
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};
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}
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