coqPackages.mathcomp-abel: init at 1.0.0
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pkgs/development/coq-modules/mathcomp-abel/default.nix
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23
pkgs/development/coq-modules/mathcomp-abel/default.nix
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{ coq, mkCoqDerivation, mathcomp, mathcomp-real-closed, lib, version ? null }:
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mkCoqDerivation {
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namePrefix = [ "coq" "mathcomp" ];
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pname = "abel";
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owner = "math-comp";
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release."1.0.0".sha256 = "190jd8hb8anqsvr9ysr514pm5sh8qhw4030ddykvwxx9d9q6rbp3";
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inherit version;
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defaultVersion = with lib; with versions; switch [ coq.version mathcomp.version ] [
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{ cases = [ (range "8.10" "8.13") (range "1.11.0" "1.12.0") ]; out = "1.0.0"; }
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] null;
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propagatedBuildInputs = [ mathcomp.field mathcomp-real-closed ];
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meta = with lib; {
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description = "Abel - Galois and Abel - Ruffini Theorems";
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license = licenses.cecill-b;
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maintainers = [ maintainers.cohencyril ];
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};
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}
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@ -50,6 +50,7 @@ let
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mathcomp-solvable = self.mathcomp.solvable;
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mathcomp-solvable = self.mathcomp.solvable;
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mathcomp-field = self.mathcomp.field;
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mathcomp-field = self.mathcomp.field;
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mathcomp-character = self.mathcomp.character;
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mathcomp-character = self.mathcomp.character;
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mathcomp-abel = callPackage ../development/coq-modules/mathcomp-abel {};
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mathcomp-analysis = callPackage ../development/coq-modules/mathcomp-analysis {};
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mathcomp-analysis = callPackage ../development/coq-modules/mathcomp-analysis {};
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mathcomp-finmap = callPackage ../development/coq-modules/mathcomp-finmap {};
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mathcomp-finmap = callPackage ../development/coq-modules/mathcomp-finmap {};
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mathcomp-bigenough = callPackage ../development/coq-modules/mathcomp-bigenough {};
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mathcomp-bigenough = callPackage ../development/coq-modules/mathcomp-bigenough {};
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