From 11:00 to 12:00 on Thursday, April 30, the PLSL reading group will discuss "Abstract Syntax and Variable Binding" by Marcelo Fiore, Gordon Plotkin, and Daniele Turi.

https://plsl.acp.sdu.dk/posts/2026-04-30-abstract-syntax-and-variable-binding/

#PLSL #syntax #programmingLanguages #categoryTheory

Abstract Syntax and Variable Binding

In which we discuss Fiore, Plotkin, and Turi's theory of abstract syntax.

PLSL

Question related to my previous post: is it possible to do some kind of static analysis on categorical code?

Or, what constraints should be imposed (or removed) on a category so that its code supports static analysis?

#haskell #categorytheory #staticanalysis

First compiling example of my new `category-transformers` toy project

https://codeberg.org/marcosh/category-transformers/src/branch/main/examples/Control/Category/Example/MonadTransformerExample.hs

I'm basically rebuilding monad transformers, but in a complete categorical style (no monads, just categories all the way)

Sorry, no documentation for now... a blog post is on its way

#haskell #categorytheory #monad

category-transformers/examples/Control/Category/Example/MonadTransformerExample.hs at main

category-transformers - Category transformers

Codeberg.org
Oh joy, another attempt at 'explaining' Category Theory using #orders, because clearly the first thing we all need is more #abstraction in our lives. 🎉 In a groundbreaking revelation, the article tells us orders are about #relationships. 🤯 Who knew binary relations could be so riveting? 🙄
https://abuseofnotation.github.io/category-theory-illustrated/04_order/ #CategoryTheory #HackerNews #HackerNews #ngated
Category Theory Illustrated - Orders

Category Theory Illustrated - Orders

Someone should make one of those "top 10 most satisfying" videos but for #CategoryTheory diagram chasing proofs

"Problems with Fixpoints of Polynomials of Polynomials" got accepted to LICS, so pretty chuffed about that

#logic #categorytheory

Confession: I name the maps out of a pullback t and l for top & left.

#categorytheory

In the mountains, I love exploring nature and climbing any little hidden corner.

My academic interests include mathematics ( #mathematics) and mathematical logic ( #mathematicallogic #logic), particularly model theory ( #modeltheory), category theory ( #categorytheory), higher-order logic and metalogic ( #metalogic), as well as the philosophy of mathematics and logic ( #philosophyofmathematics #philosophyoflogic), epistemology and ontology of them.

#introduction

Readings shared April 4, 2026

The readings shared in Bluesky on 4 April 2026 are: Why Lean?. ~ Leonardo de Moura. #LeanProver #ITP A formalization of the Gelfond-Schneider theorem. ~ Michail Karatarakis, Freek Wiedijk. #LeanProve

Vestigium