F. William Lawvere - Dialectic of the Continuous and Discrete
The Dialectic of Continuous and Discrete in the history of the struggle for a usable guide to mathematical thought Symposium : Sets Within Geometry : Nancy, France 26-29 July 2011
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The Kreisel Lawvere Debate on Categories and the Foundations of Mathematics
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F. William Lawvere - What is a Space?
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Saunders Mac Lane: "Mysteries and Marvels of Mathematics"
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Intensionality, Invariance, and Univalence, Steve Awodey
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The most beautiful formula not enough people understand
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John Mearsheimer in Athens: Why Realism Explains Better than Alternative Theories
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Category Theory in Life - Eugenia Cheng
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Mark van Atten: Brouwer and the Mathematics of the Continuum
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“Listen Like You Might Be Wrong” | Harvard Student’s Viral Speech Amid Trump-Harvard Feud
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(Co)Products: motivating category theory
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Nonetheless one should learn the language of topos: Grothendieck... - Colin McLarty [2018]
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How (and why) to take a logarithm of an image
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Technofeudalism: Explaining to Slavoj Zizek why I think capitalism has evolved into something worse
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Terry Tao, Ph.D. Small and Large Gaps Between the Primes
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What Liberalism got wrong | John Gray on the failures of the Enlightenment
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An introduction to Category Theory – Lecture 1, Part 1 – Colin McLarty
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A Categorical View of Computational Effects
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Why Does 2 + 2 = 4? What Math Teaches Us About Deep Reality
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Terry Tao — The future of mathematics | Math, Inc.
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