Revision ee26cc55310c92dae5f6afeb38d2b2ea9413569e authored by Alley Stoughton on 15 May 2023, 19:51:42 UTC, committed by Pierre-Yves Strub on 16 May 2023, 07:04:10 UTC
require import AllCore List. type t = [ A of int | B of bool].

(* the following formulas now parse and pretty-print the same *)

lemma foo1 (f : int -> bool) :
f (match A 3 with | A a => a | B b => if b then 1 else 2 end).
proof. abort.

lemma foo2 :
(match A 3 with | A a => fun _ => a | B b => fun _ => 2 end) 3 = 4.
proof. abort.

lemma foo3 (f : (int -> int) -> (int -> int)) :
f (match A 3 with | A a => fun _ => a | B b => fun _ => 2 end) 3 = 4.
proof. abort.

lemma foo4 (f : int -> bool) :
f (1 + match A 3 with | A a => a | B b => if b then 1 else 2 end).
proof. abort.

lemma foo5 (f : int -> bool) :
f (match A 3 with | A a => a | B b => if b then 1 else 2 end + 1).
proof. abort.

lemma foo6 (f : int -> bool) :
f (3 + match A 3 with | A a => a | B b => if b then 1 else 2 end + 1).
proof. abort.
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LICENSE -rw-r--r-- 1.2 KB
Makefile -rw-r--r-- 1.3 KB
README.md -rw-r--r-- 8.0 KB
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dune -rw-r--r-- 221 bytes
dune-project -rw-r--r-- 450 bytes
easycrypt.opam -rw-r--r-- 1.2 KB
easycrypt.opam.template -rw-r--r-- 915 bytes
easycrypt.png -rw-r--r-- 182.6 KB
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