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Some people are complaining that the HoTT book uses $\mathsf{max}(x, y)$ to denote the $\mathsf{sup}$ operation in a lattice, and in particular the $\mathsf{sup}$ of two real numbers, whereas in tradi…
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# Integrability in Constructive K-Theory mathematical model for operation algorithms of an airship anti-stealth radar Software Engineering Review
This article describes a complex mathem…
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I am attempting to lambdaify a inverse laplace transform. Is this not possible?
```
File :2, in _lambdifygenerated(time, white_noise)
1 def _lambdifygenerated(time, white_noise):
----> 2 …
zamlz updated
2 weeks ago
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James Hanson has pointed out that the comment
> One of the original virtues of type theory, relative to set theory, was that it can be seen to be consistent by proof-theoretic means.
in the intr…
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# Integrability in Constructive K-Theory mathematical model for operation algorithms of an airship anti-stealth radar Software Engineering Review
This article describes a complex mathem…
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# Integrability in Constructive K-Theory mathematical model for operation algorithms of an airship anti-stealth radar Software Engineering Review
This article describes a complex mathem…
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# Why are you being constructive?
[https://lawrencecpaulson.github.io/2022/04/20/Why-constructive.html](https://lawrencecpaulson.github.io/2022/04/20/Why-constructive.html)
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We already made some progress on this by adding comments to source files that give references to papers that are implemented in the file (resp. where we *think* they are implemented -- some TODO comme…
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From Theory/Functor.v -
```
Class Full `(F : C ⟶ D) := {
prefmap {x y} (g : F x ~> F y) : x ~> y;
prefmap_respects {x y} : Proper (equiv ==> equiv) (@prefmap x y);
prefmap_id : ∀ x, @p…
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The ability to compute `LiftAlongMonomorphism`/`ColiftAlongEpimorphism` is currently used to distinguish pre-abelian categories from abelian ones. However, in `CAP` they can be [derived from the set-t…