homebrew-core/Formula/cedille.rb

128 lines
4.3 KiB
Ruby
Raw Blame History

This file contains ambiguous Unicode characters!

This file contains ambiguous Unicode characters that may be confused with others in your current locale. If your use case is intentional and legitimate, you can safely ignore this warning. Use the Escape button to highlight these characters.

class Cedille < Formula
desc "Language based on the Calculus of Dependent Lambda Eliminations"
homepage "https://cedille.github.io/"
url "https://github.com/cedille/cedille.git",
tag: "v1.1.2",
revision: "4d8a343a8d3f0b318e3c1b3209d216912dbc06ee"
license "MIT"
revision 3
head "https://github.com/cedille/cedille.git", branch: "master"
bottle do
rebuild 1
sha256 big_sur: "9bfbd5b2e5b630d41cc5a43fe0c98931cad6c35751ce39328c5a26edc8070f3a"
sha256 catalina: "ec0149eec408a85bad6bc1e1475807b097d0c85e134c0f8ec88cb152422ebbd0"
sha256 mojave: "a63ef04390299c7fad40453d4a979924e9d6d79e94d4eacfb3a6cfadb4e072a6"
end
depends_on "agda" => :build
depends_on "haskell-stack" => :build
depends_on "ghc@8.8"
# needed to build with agda 2.6.1
# taken from https://github.com/cedille/cedille/pull/144/files
# but added at the bottom to apply cleanly on v1.1.2
# remove once this is merged into cedille, AND formula updated to
# a release that contains it
patch :DATA
def install
inreplace "stack.yaml", "resolver: lts-12.26", <<~EOS
resolver: lts-16.12
allow-newer: true
system-ghc: true
install-ghc: false
EOS
system "stack", "build", "--copy-bins", "--local-bin-path=#{bin}"
system "make", "core/cedille-core"
# binaries and elisp
bin.install "core/cedille-core"
elisp.install "cedille-mode.el", "cedille-mode", "se-mode"
# standard libraries
(lib/"cedille").install "lib", "new-lib"
# documentation
doc.install Dir["docs/html/*"]
(doc/"semantics").install "docs/semantics/paper.pdf"
info.install "docs/info/cedille-info-main.info"
end
test do
coretest = testpath/"core-test.ced"
coretest.write <<~EOS
module core-test.
id = Λ X: . λ x: X. x.
cNat : = X: . Π _: X. Π _: Π _: X. X. X.
czero = Λ X: . λ x: X. λ f: Π _: X. X. x.
csucc = λ n: cNat. Λ X: . λ x: X. λ f: Π _: X. X. f (n ·X x f).
iNat : Π n: cNat.
= λ n: cNat. P: Π _: cNat. .
Π _: P czero. Π _: n: cNat. Π p: P n. P (csucc n). P n.
izero
= Λ P: Π _: cNat. .
λ base: P czero. λ step: n: cNat. Π p: P n. P (csucc n). base.
isucc
= Λ n: cNat. λ i: iNat n. Λ P: Π _: cNat. .
λ base: P czero. λ step: n: cNat. Π p: P n. P (csucc n).
step -n (i ·P base step).
Nat : = ι x: cNat. iNat x.
zero = [ czero, izero @ x. iNat x ].
succ = λ n: Nat. [ csucc n.1, isucc -n.1 n.2 @x. iNat x ].
EOS
cedilletest = testpath/"cedille-test.ced"
cedilletest.write <<~EOS
module cedille-test.
id : X: . X X = Λ X. λ x. x.
cNat : = X: . X (X X) X.
czero : cNat = Λ X. λ x. λ f. x.
csucc : cNat cNat = λ n. Λ X. λ x. λ f. f (n x f).
iNat : cNat
= λ n: cNat. P: cNat .
P czero ( n: cNat. P n P (csucc n)) P n.
izero : iNat czero = Λ P. λ base. λ step. base.
isucc : n: cNat. iNat n iNat (csucc n)
= Λ n. λ i. Λ P. λ base. λ step. step -n (i base step).
Nat : = ι n: cNat. iNat n.
zero : Nat = [ czero, izero ].
succ : Nat Nat = λ n. [ csucc n.1, isucc -n.1 n.2 ].
EOS
# test cedille-core
system bin/"cedille-core", coretest
# test cedille
system bin/"cedille", cedilletest
end
end
__END__
diff --git a/src/to-string.agda b/src/to-string.agda
index 2505942..051a2da 100644
--- a/src/to-string.agda
+++ b/src/to-string.agda
@@ -100,9 +100,9 @@ no-parens {TK} _ _ _ = tt
no-parens {QUALIF} _ _ _ = tt
no-parens {ARG} _ _ _ = tt
-pattern ced-ops-drop-spine = cedille-options.options.mk-options _ _ _ _ ff _ _ _ ff _
-pattern ced-ops-conv-arr = cedille-options.options.mk-options _ _ _ _ _ _ _ _ ff _
-pattern ced-ops-conv-abs = cedille-options.options.mk-options _ _ _ _ _ _ _ _ tt _
+pattern ced-ops-drop-spine = cedille-options.mk-options _ _ _ _ ff _ _ _ ff _
+pattern ced-ops-conv-arr = cedille-options.mk-options _ _ _ _ _ _ _ _ ff _
+pattern ced-ops-conv-abs = cedille-options.mk-options _ _ _ _ _ _ _ _ tt _
drop-spine : cedille-options.options → {ed : exprd} → ctxt → ⟦ ed ⟧ → ⟦ ed ⟧
drop-spine ops @ ced-ops-drop-spine = h