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I think the functor and all it's attendant pieces and parts should be extracted into a separate gem.
I've been making a start at updating the tests and qed demos of facets. Right now I think all of…
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Note: the issue was created automatically with bugzilla2github tool
Original bug ID: BZ#1214
From: @roconnor
Reported version: trunk
CC: @pirbo
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Given a value `x`, is there a way to get the result of `Eval native_compute in x` together with a proof that this result is equal to `x`, without needing to run the native compiler twice?
In the c…
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#### Description of the feature request
I would love an option to set called "No Assumptions" that causes `Defined` and `Qed` to error if the defined term is not either closed over the global c…
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#### Description of the problem
```coq
Goal forall (f : False -> False), exists x : True -> False, forall (v : False), x I = f v.
intro F.
eexists ?[f].
intros X.
Fail instantiate (1:=…
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as per
https://leanprover.github.io/theorem_proving_in_lean/ — a software to model maths problems
Seen via [The Mathematical Library of the Future](https://www.youtube.com/watch?v=HL7DEkXV_6…
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In the documentation for `Tactic Notation` (https://coq.inria.fr/refman/user-extensions/syntax-extensions.html#tactic-notations), I'd like to add `open_constr` and briefly distinguish the following co…
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#### Version
The Coq Proof Assistant, version 8.8.1 (July 2018)
compiled on Jul 3 2018 10:30:00 with OCaml 4.06.1
#### Operating system
Windows 10
#### Description of the problem
In …
ghost updated
3 years ago
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```coq
Require Import Coq.ZArith.ZArith.
Require Import Coq.micromega.Lia.
Open Scope Z_scope.
Axiom stmt: Type.
Axiom P: (Z -> Prop) -> stmt -> Prop.
Goal forall x s s' m m',
(m'
P …
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#### Version
```
$ coqtop -v
The Coq Proof Assistant, version 8.8.1 (July 2018)
compiled on Jul 27 2018 15:12:29 with OCaml 4.07.0
```
#### Operating system
```
$ lsb_release -a
No LSB …