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coqPackages.hydra-battles: 0.3 -> 0.4
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{ lib, mkCoqDerivation, coq, mathcomp, equations, paramcoq, version ? null }:
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{ lib, mkCoqDerivation, coq, equations, version ? null }:
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with lib;
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mkCoqDerivation {
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pname = "hydra-battles";
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owner = "coq-community";
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release."0.3".rev = "v0.3";
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release."0.3".sha256 = "sha256-rXP/vJqVEg2tN/I9LWV13YQ1+C7M6lzGu3oI+7pSZzg=";
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release."0.4".sha256 = "sha256:1f7pc4w3kir4c9p0fjx5l77401bx12y72nmqxrqs3qqd3iynvqlp";
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releaseRev = (v: "v${v}");
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inherit version;
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defaultVersion = with versions; switch coq.coq-version [
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{ case = isGe "8.11"; out = "0.3"; }
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{ case = isGe "8.11"; out = "0.4"; }
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] null;
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propagatedBuildInputs = [ mathcomp equations paramcoq ];
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propagatedBuildInputs = [ equations ];
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useDune2 = true;
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meta = {
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description = "Variations on Kirby & Paris' hydra battles and other entertaining math in Coq";
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description = "Exploration of some properties of Kirby and Paris' hydra battles, with the help of Coq";
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longDescription = ''
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Variations on Kirby & Paris' hydra battles and other
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entertaining math in Coq (collaborative, documented, includes
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exercises)
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An exploration of some properties of Kirby and Paris' hydra
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battles, with the help of the Coq Proof assistant. This
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development includes the study of several representations of
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ordinal numbers, and a part of the so-called Ketonen and Solovay
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machinery (combinatorial properties of epsilon0).
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'';
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maintainers = with maintainers; [ siraben ];
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maintainers = with maintainers; [ siraben Zimmi48 ];
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license = licenses.mit;
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platforms = platforms.unix;
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};
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