gnu: metamath: Update to 0.183.
* gnu/packages/maths.scm (metamath): Update to 0.183. Signed-off-by: Nicolas Goaziou <mail@nicolasgoaziou.fr>
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@ -2411,32 +2411,26 @@ bindings to almost all functions of SLEPc.")
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(license license:bsd-3)))
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(license license:bsd-3)))
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(define-public metamath
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(define-public metamath
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;; Upstream pushed a commit on top of v0.182 that fixes a bug in Makefile.am.
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(package
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;; Using this commit lets us avoid directly including the patch here. In the
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(name "metamath")
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;; next version bump, we should be able to replace this and directly use the
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(version "0.183")
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;; version tag.
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(source
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(let ((commit "5df616efe4119ff88daf77e7041d45b6fa39c578")
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(origin
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(revision "0"))
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(method git-fetch)
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(package
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(uri (git-reference
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(name "metamath")
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(url "https://github.com/metamath/metamath-exe.git")
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(version (git-version "0.182" revision commit))
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(commit (string-append "v" version))))
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(source
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(file-name (git-file-name name version))
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(origin
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(sha256
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(method git-fetch)
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(base32 "1jjf4fy6j53i40dh0yv0f9sngnw4gs24cig99vsg3q0303pwrhg7"))))
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(uri (git-reference
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(build-system gnu-build-system)
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(url "https://github.com/metamath/metamath-exe.git")
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(native-inputs
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(commit commit)))
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`(("autoconf" ,autoconf)
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(file-name (git-file-name name version))
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("automake" ,automake)))
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(sha256
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(home-page "http://us.metamath.org/")
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(base32 "0amjdgy42c7jypf6sz98iczlxcyl9bqx67ws1q8w2zdqk2izsyjp"))))
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(synopsis "Proof verifier based on a minimalistic formalism")
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(build-system gnu-build-system)
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(description
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(native-inputs
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"Metamath is a tiny formal language and that can express theorems in
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`(("autoconf" ,autoconf)
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("automake" ,automake)))
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(home-page "http://us.metamath.org/")
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(synopsis "Proof verifier based on a minimalistic formalism")
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(description
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"Metamath is a tiny formal language and that can express theorems in
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abstract mathematics, with an accompyaning @command{metamath} executable that
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abstract mathematics, with an accompyaning @command{metamath} executable that
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verifies databases of these proofs. There is a public database,
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verifies databases of these proofs. There is a public database,
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@url{https://github.com/metamath/set.mm, set.mm}, implementing first-order
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@url{https://github.com/metamath/set.mm, set.mm}, implementing first-order
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@ -2444,7 +2438,7 @@ logic and Zermelo-Frenkel set theory with Choice, along with a large swath of
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associated, high-level theorems, e.g.@: the fundamental theorem of arithmetic,
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associated, high-level theorems, e.g.@: the fundamental theorem of arithmetic,
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the Cauchy-Schwarz inequality, Stirling's formula, etc. See the Metamath
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the Cauchy-Schwarz inequality, Stirling's formula, etc. See the Metamath
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book.")
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book.")
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(license license:gpl2+))))
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(license license:gpl2+)))
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(define-public mumps
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(define-public mumps
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(package
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(package
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