Pawel Sobocinski: "Electrical circuits with string diagrams"
Topos Institute Colloquium, 1st of December 2022. ——— One of the goals of applied category theory is to develop new mathematics for reasoning about open systems of various kinds. In this talk, I will introduce a string diagrammatic methodology for reasoning about and manipulating non-passive electrical circuits, which are a classical and well-known example of open system. This joint work with Guillaume Boisseau is, on the one hand, a rigorous, compositional, sound and complete equational calculus, while on the other hand, it retains elements of the intuitive, classical diagrammatic syntax for circuits. It is based on previous work on Affine Graphical Algebra, joint work with Bonchi, Piedeleu and Zanasi which I will first introduce.

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Alexandre Miquel: "Implicative algebras: a new foundation for realizability and forcing"

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Distinguished Lecture Series - Guadalupe Gómez-Melis, PhD
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[Berkeley Seminar] William Troiani | Programs as Singularities

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Pawel Sobocinski: "Algebraic theories with string diagrams"

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Uncovering the Mysteries of Category Theory!
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[Berkeley Seminar] Mike Dodds (Galois) | What works and doesn't selling formal methods in industry

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What are…string diagrams?

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Category theory (2022-23): Lecture 1

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The Strange Math That Predicts (Almost) Anything

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God Says:"STOP HERE — LISTEN AND HEAR ME SPEAK"/God Message Now/God Message

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David Spivak - Category Theory - Part 1 of 6 - λC 2017

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Building the PERFECT Linux PC with Linus Torvalds

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What do tech pioneers think about the AI revolution? - The Engineers, BBC World Service

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You've (Likely) Been Playing The Game of Life Wrong

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David Danks: "Ethics in AI, not Ethics of AI"

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Something is jamming GPS over Europe. Here's what we found

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K-d Trees - Computerphile

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Trump Preps for 80th Birthday, Threatens to Hit Iran, Knicks Historic Win & Elon Musk Trillionaire!?

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Category Theory III 2.1: String Diagrams part 1

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