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The Kreisel Lawvere Debate on Categories and the Foundations of Mathematics

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Game Theory
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Game Theory

What A General Diagonal Argument Looks Like (Category Theory)
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What A General Diagonal Argument Looks Like (Category Theory)

Emily Riehl, A New Paradigm for Mathematical Proof? | Natural Philosophy Symposium 2025
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Emily Riehl, A New Paradigm for Mathematical Proof? | Natural Philosophy Symposium 2025

Nonetheless one should learn the language of topos: Grothendieck... - Colin McLarty [2018]
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Nonetheless one should learn the language of topos: Grothendieck... - Colin McLarty [2018]

A Categorical View of Computational Effects
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A Categorical View of Computational Effects

F. William Lawvere - Dialectic of the Continuous and Discrete
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F. William Lawvere - Dialectic of the Continuous and Discrete

The Langlands Program - Numberphile
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The Langlands Program - Numberphile

What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explains
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What is Category Theory in mathematics? Johns Hopkins' Dr. Emily Riehl explains

Saunders Mac Lane: "Mysteries and Marvels of Mathematics"
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Saunders Mac Lane: "Mysteries and Marvels of Mathematics"

Per Martin Löf: How did 'judgement' come to be a term of logic ?
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Per Martin Löf: How did 'judgement' come to be a term of logic ?

Category Theory in Life - Eugenia Cheng
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Category Theory in Life - Eugenia Cheng

This is not the AI we were promised | The Royal Society
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This is not the AI we were promised | The Royal Society

∞-Category Theory for Undergraduates
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∞-Category Theory for Undergraduates

The Life of Alexander Grothendieck & Topos Theory | Colin McLarty
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The Life of Alexander Grothendieck & Topos Theory | Colin McLarty

Robert Bryant: "The Concept of Holonomy"
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Robert Bryant: "The Concept of Holonomy"

Terence Tao: Nobody Understands Why AI Actually Works
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Terence Tao: Nobody Understands Why AI Actually Works

Lecture 1: Invitation to topos theory
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Lecture 1: Invitation to topos theory

F. William Lawvere - What are Foundations of Geometry and Algebra? (2013)
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F. William Lawvere - What are Foundations of Geometry and Algebra? (2013)

Naïve Type Theory by Thorsten Altenkirch (University of Nottingham, UK)
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Naïve Type Theory by Thorsten Altenkirch (University of Nottingham, UK)

Category Theory Foundations, Lecture 1
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Category Theory Foundations, Lecture 1

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