48 lines
2 KiB
Nix
48 lines
2 KiB
Nix
{ coq, mkCoqDerivation, mathcomp, mathcomp-bigenough,
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lib, version ? null }:
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mkCoqDerivation {
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namePrefix = [ "coq" "mathcomp" ];
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pname = "real-closed";
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owner = "math-comp";
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inherit version;
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release = {
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"2.0.1".sha256 = "sha256-tQTI3PCl0q1vWpps28oATlzOI8TpVQh1jhTwVmhaZic=";
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"2.0.0".sha256 = "sha256-sZvfiC5+5Lg4nRhfKKqyFzovCj2foAhqaq/w9F2bdU8=";
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"1.1.4".sha256 = "sha256-8Hs6XfowbpeRD8RhMRf4ZJe2xf8kE0e8m7bPUzR/IM4=";
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"1.1.3".sha256 = "1vwmmnzy8i4f203i2s60dn9i0kr27lsmwlqlyyzdpsghvbr8h5b7";
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"1.1.2".sha256 = "0907x4nf7nnvn764q3x9lx41g74rilvq5cki5ziwgpsdgb98pppn";
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"1.1.1".sha256 = "0ksjscrgq1i79vys4zrmgvzy2y4ylxa8wdsf4kih63apw6v5ws6b";
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"1.0.5".sha256 = "0q8nkxr9fba4naylr5xk7hfxsqzq2pvwlg1j0xxlhlgr3fmlavg2";
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"1.0.4".sha256 = "058v9dj973h9kfhqmvcy9a6xhhxzljr90cf99hdfcdx68fi2ha1b";
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"1.0.3".sha256 = "1xbzkzqgw5p42dx1liy6wy8lzdk39zwd6j14fwvv5735k660z7yb";
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"1.0.1".sha256 = "0j81gkjbza5vg89v4n9z598mfdbql416963rj4b8fzm7dp2r4rxg";
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};
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defaultVersion = with lib.versions; lib.switch [ coq.version mathcomp.version ] [
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{ cases = [ (isGe "8.17") (isGe "2.0.0") ]; out = "2.0.1"; }
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{ cases = [ (range "8.16" "8.19") (range "2.0.0" "2.2.0") ]; out = "2.0.0"; }
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{ cases = [ (range "8.13" "8.19") (range "1.13.0" "1.19.0") ]; out = "1.1.4"; }
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{ cases = [ (isGe "8.13") (range "1.12.0" "1.18.0") ]; out = "1.1.3"; }
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{ cases = [ (isGe "8.10") (range "1.12.0" "1.18.0") ]; out = "1.1.2"; }
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{ cases = [ (isGe "8.7") "1.11.0" ]; out = "1.1.1"; }
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{ cases = [ (isGe "8.7") (range "1.9.0" "1.10.0") ]; out = "1.0.4"; }
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{ cases = [ (isGe "8.7") "1.8.0" ]; out = "1.0.3"; }
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{ cases = [ (isGe "8.7") "1.7.0" ]; out = "1.0.1"; }
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] null;
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propagatedBuildInputs = [
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mathcomp.ssreflect
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mathcomp.algebra
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mathcomp.field
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mathcomp.fingroup
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mathcomp.solvable
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mathcomp-bigenough
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];
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meta = {
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description = "Mathematical Components Library on real closed fields";
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license = lib.licenses.cecill-c;
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};
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}
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