dependent-types
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Describe the bug
When installing the Kind toolchain the kind-scm command is installed. When I read [THEOREMS.md][theorems] the command is named kind.
To Reproduce
Steps to reproduce the behavior:
- Following installation instructions for Ubuntu
- Read [
THEOREMS.md][theorems]
Expected behavior
I would expect
A formula like forall x1. forall. x2. exists x3. phi gets resugared to, and hence pretty printed as, forall x1 x2 x3. phi. The bug is in the uncurry function in FStar.Syntax.Reguar.fs.
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Aug 6, 2020 - C++
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Jun 10, 2022 - Haskell
(spotted by locria)
Steps to Reproduce
f : (0 x : (a,b)) -> Nat
f x =
let 0 (u,v) = x in
0Expected Behavior
Type-check fine, with 0 u : a and 0 v : b in scope inside the let body.
Observed Behavior
While processing right hand side of f. x is not accessible in this
context.
09 | f : (0 x : (a,b)) -> Nat
10 | f x =
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Allow import M as _
It would be a nice convenience to allow the syntax
import M as _.
This would have the effect of checking module M but not adding any of its names to the context of the importing file. The use case for this is if you want to have a single Cedille source file that includes a bunch of other files, without having to worry about namespace clashes. This would be handy for testing. One can achie
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Code like
have {H}H : ...triggers a cryptic warning. It should suggest to write
have {}H : ...instead.
See also: https://coq.zulipchat.com/#narrow/stream/237664-math-comp-users/topic/duplicate.20clear