aboutlogic #15 | Emily Riehl – Higher Category Theory, Homotopy & AI in Math episode artwork

EPISODE · Jul 1, 2026 · 58 MIN

aboutlogic #15 | Emily Riehl – Higher Category Theory, Homotopy & AI in Math

from aboutlogic · host Deniz Sarikaya, Thorsten Altenkirch

aboutlogic #15 | Emily Riehl (Johns Hopkins University) joins us to explore higher category theory, homotopy, and the role of AI in modern mathematics. From the foundations of category theory to the challenges of formalizing math with proof assistants like Lean, Emily shares her insights on synthetic vs. analytic approaches, the beauty of abstraction, and how AI is changing mathematical research.

aboutlogic #15 | Emily Riehl (Johns Hopkins University) joins us to explore higher category theory, homotopy, and the role of AI in modern mathematics. From the foundations of category theory to the challenges of formalizing math with proof assistants like Lean, Emily shares her insights on synthetic vs. analytic approaches, the beauty of abstraction, and how AI is changing mathematical research.

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aboutlogic #15 | Emily Riehl – Higher Category Theory, Homotopy & AI in Math

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aboutlogic #15 | Emily Riehl (Johns Hopkins University) joins us to explore higher category theory, homotopy, and the role of AI in modern mathematics. From the foundations of category theory to the challenges of formalizing math with proof...

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