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Hello! I have two observations / questions about what should go into the Haskell-in-Agda embedding, i.e. the `Haskell.Prelude`. Unfortunately, they are not fully well-posed. For lack of a better place…
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I wonder whether we could solve the failure of subject reduction with corecursion by using an asymmetric conversion algorithm. Let me remind the failure of subject reduction with (so-called) co-fixpoi…
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Hi Hugues,
first of all, thank you for releasing the PyTorch Version of your code and especially for the link to your PhD thesis in one of the other issues.
1) I have one question with some cont…
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A follow-up to issue #5734:
```agda
open import Agda.Builtin.List
open import Agda.Builtin.Reflection
open import Agda.Builtin.Unit
id : (@0 A : Set) → A → A
id _ x = x
macro
@0 Unit :…
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I think it's time to make `Pos` and `Int` into the unary versions. By that I mean removing `Pos` completely and redefining `Int` as:
```coq
Inductive Int :=
| pos : nat -> Int
| negS : nat -> In…
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Fiat points, lines, and surfaces occupy zero-, one-, and two-dimensional spatial regions, respectively. I *think*, however, that the axioms don't imply as much. Am I right about this?
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Issue raised in the first pass of creating a Hyperdoctrine. In order to modularly be able to scale the definition of a hyperdoctrine to other target categories we should refactor the construction with…
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# Background
The user experience for Cubical Agda is subpar, and one of the biggest problems is that, even though interaction points _appear_ to have boundaries, there is a very limited set of circ…
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I'm currently developing some category theory where I'm heavily using presheaves and the Yoneda lemma. In doing so I've found that the universe polymorphism in the statement in the Yoneda lemma is a b…
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Benedikt Ahrens has invited me to contribute a brief description of the Coq-HoTT library for a chapter about HoTT/UF he is writing for a handbook on "Proof Assistants and Their Applications in Mathema…