opam-version: "2.0"
maintainer: "Thibaut Pérami <Thibaut.Perami@cl.cam.ac.uk>"
authors: ["Peter Sewell" "Francesco Zappa Nardelli" "Scott Owens"]
license: ["BSD-3-Clause" "LGPL-2.1-only"]
homepage: "http://www.cl.cam.ac.uk/~pes20/ott/"
bug-reports: "https://github.com/ott-lang/ott/issues"
depends: [
  "ocaml" {>= "4.07.0"}
  "ocamlbuild" {with-test}
  "ocamlfind" {build | with-test}
  "ocamlgraph"
  "pprint" {with-test}
  "menhir" {>= "20151112" & with-test}
]
build: [
  [make "world"] { ocaml:native }
  [make "world.byt"] { !ocaml:native }
  ["rm" "src/ott"] {os = "win32"}
  ["cp" "src/ott.opt" "src/ott"] {os = "win32" & ocaml:native}
  ["cp" "src/ott.byte" "src/ott"] {os = "win32" & !ocaml:native}
  [make "ott.install"]
]
run-test: [
  [make "-C" "tests/menhir_tests/test_if"]
  [make "-C" "tests/menhir_tests/test10menhir"]
  [make "-C" "tests/menhir_tests/test10menhir_with_aux_args"]
  [make "-C" "tests/menhir_tests/test10menhir_with_aux_rules"]
]
dev-repo: "git+https://github.com/ott-lang/ott.git"
synopsis: "A tool for writing definitions of programming languages and calculi"
description: """
Ott takes as input a definition of a language syntax and semantics, in a
concise and readable ASCII notation that is close to what one would write in
informal mathematics.  It generates output:
- a LaTeX source file that defines commands to build a typeset version of the definition;
- a Coq version of the definition;
- a HOL version of the definition;
- an Isabelle/HOL version of the definition;
- a Lem version of the definition;
- an OCaml version of the syntax of the definition.
Additionally, it can be run as a filter, taking a
LaTeX/Coq/Isabelle/HOL/Lem/OCaml source file
with embedded (symbolic) terms of the defined language, parsing them and
replacing them by typeset terms.
"""
url {
  src: "https://github.com/ott-lang/ott/archive/0.33.tar.gz"
  checksum: "sha512=fd601ef958e52ca461eaff8175323416e3e524e1ba11fcf5328827ef2cb9ee3d54111843adb54d3c32e2f08c7c70214558bf5519fb8385bfa58049f22237c3c6"
}