commit c2749f906dc47b8393bd361121c04d0fea91e450 · anil.recoil.org/opam-repository

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packages/lem/lem.2025-03-13/opam

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       opam-version: "2.0"

     

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       maintainer: "Lem Devs <cl-lem-dev@lists.cam.ac.uk>"

     

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       authors: [

     

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         "Dominic Mulligan"

     

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         "Francesco Zappa Nardelli"

     

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         "Gabriel Kerneis"

     

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         "Kathy Gray"

     

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         "Peter Boehm"

     

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         "Peter Sewell"

     

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         "Scott Owens"

     

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         "Thomas Tuerk"

     

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         "Brian Campbell"

     

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         "Shaked Flur"

     

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         "Thomas Bauereiss"

     

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         "Stephen Kell"

     

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         "Thomas Williams"

     

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         "Lars Hupel"

     

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         "Basile Clement"

     

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       ]

     

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       homepage: "http://www.cl.cam.ac.uk/~pes20/lem/"

     

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       bug-reports: "https://github.com/rems-project/lem/issues"

     

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       license: ["BSD-3-Clause" "LGPL-2.1-or-later"]

     

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       dev-repo: "git+https://github.com/rems-project/lem.git"

     

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       build: [make "INSTALL_DIR=%{prefix}%"]

     

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       install: [make "INSTALL_DIR=%{prefix}%" "install"]

     

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       remove: [make "INSTALL_DIR=%{prefix}%" "uninstall"]

     

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       depends: [

     

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         "ocaml" {>= "4.07.0"}

     

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         "ocamlfind" {build & >= "1.5.1"}

     

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         "ocamlbuild" {build}

     

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         "conf-findutils" {build}

     

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         "zarith" {>= "1.4"}

     

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         "num"

     

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       ]

     

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       synopsis: "Lem is a tool for lightweight executable mathematics"

     

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       description: """

     

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       Lem is a tool for lightweight executable mathematics, for writing,

     

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       managing, and publishing large-scale portable semantic definitions,

     

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       with export to LaTeX, executable code (currently OCaml) and

     

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       interactive theorem provers (currently Coq, HOL4, and Isabelle/HOL).

     

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       It is also intended as an intermediate language for generating

     

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       definitions from domain-specific tools, and for porting definitions

     

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       between interactive theorem proving systems."""

     

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       url {

     

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         src:

     

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           "https://github.com/rems-project/lem/archive/refs/tags/2025-03-13.tar.gz"

     

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         checksum: [

     

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           "md5=3a4bdd7d70450f0ca2444fcd475bd9d1"

     

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           "sha512=3e11d546b1357ff12138a301d4c74bc280ec87b459f86cc951fcaf92f089f8d2c68255e4559f56d95024e50d23274708e8308f98f51b5b5caad875269847aba8"

     

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         ]

     

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       }