Thanks to our speakers and @Stiephen all the slides for PSSL 112 are now available on the PSSL website! https://sites.google.com/view/pssl112/program

#CategoryTheory #Logic

Readings shared March 29, 2026

The readings shared in Bluesky on 29 March 2026 are: Embracing AI and formalization: Experimenting with tomorrow’s mathematical tools. ~ Jarod Alper. #AI4Math #LeanProver #ITP #Math On the paucity of

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Formally verifying digital circuits with category theory in Lean. ~ Matt Hunzinger. https://matt.hunzinger.me/2026/03/28/circuits.html #LeanProver #ITP #CategoryTheory
Formally verifying digital circuits with category theory in Lean

Circuits ❤️ Category theory

Matt Hunzinger

Hi #Mathstodon!
I’m a 2nd-year math student from Japan.

Interests:
Mathematical Logic / Foundations
Model Theory

Currently reading:
Ebbinghaus, "Mathematical Logic" 📖

I really want to read "Sheaves in Geometry and Logic" (SGL), but I’m still struggling with Category Theory. Any advice on where to start?

I'm also challenging myself to study math in English! Please feel free to correct my English or math anytime - I’d love to learn from you. 🐏

#Math #Logic #CategoryTheory #Introduction

Question for people with background in #categorytheory , which of the two is more correct/understandable:

"A monoid is...

#categorytheoryillustrated

...a category with one object"
57.1%
...isomorphic to a category with one object"
42.9%
Other (comment)
0%
Poll ended at .
Readings shared March 9, 2026

The readings shared in Bluesky on 9 March 2026 are: Fantastic simprocs and how to write them. ~ Yaël Dillies, Paul Lezeau. #LeanProver #ITP Formalization in Lean of faithfully flat descent of project

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