coqPackages.odd-order: init at 1.12.0
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pkgs/development/coq-modules/odd-order/default.nix
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24
pkgs/development/coq-modules/odd-order/default.nix
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{ lib, mkCoqDerivation, mathcomp, version ? null }:
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with lib;
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mkCoqDerivation {
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pname = "odd-order";
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owner = "math-comp";
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release."1.12.0".rev = "mathcomp-odd-order.1.12.0";
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release."1.12.0".sha256 = "sha256-omsfdc294CxKAHNMMeqJCcVimvyRCHgxcQ4NJOWSfNM=";
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inherit version;
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defaultVersion = with versions; switch mathcomp.character.version [
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{ case = pred.union (isGe "1.10.0") (isEq "dev"); out = "1.12.0"; }
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] null;
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propagatedBuildInputs = [ mathcomp.character ];
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meta = {
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description = "Formal proof of the Odd Order Theorem";
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maintainers = with maintainers; [ siraben ];
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license = licenses.cecill-b;
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platforms = platforms.unix;
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};
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}
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@ -58,6 +58,7 @@ let
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mathcomp-real-closed = callPackage ../development/coq-modules/mathcomp-real-closed {};
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mathcomp-real-closed = callPackage ../development/coq-modules/mathcomp-real-closed {};
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metalib = callPackage ../development/coq-modules/metalib { };
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metalib = callPackage ../development/coq-modules/metalib { };
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multinomials = callPackage ../development/coq-modules/multinomials {};
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multinomials = callPackage ../development/coq-modules/multinomials {};
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odd-order = callPackage ../development/coq-modules/odd-order { };
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paco = callPackage ../development/coq-modules/paco {};
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paco = callPackage ../development/coq-modules/paco {};
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paramcoq = callPackage ../development/coq-modules/paramcoq {};
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paramcoq = callPackage ../development/coq-modules/paramcoq {};
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QuickChick = callPackage ../development/coq-modules/QuickChick {};
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QuickChick = callPackage ../development/coq-modules/QuickChick {};
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