
Dependent Type Theory: A Revolution in Math & Computer Science | aboutlogic: premises #05 What makes dependent type theory so powerful? In this aboutlogic: premises episode, Deniz and Thorsten explore the evolution of type theory. From simple types to Pierre Martin-Löf’s groundbreaking dependent types. Discover how this innovation transformed mathematics and computer science by allowing types to depend on values, enabling more expressive and precise reasoning.
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aboutlogic: premises #08 | Choice vs. Excluded Middle: A Constructive Paradox

aboutlogic #20 | Can AI Prove the Riemann Hypothesis? | Tudor Achim (Harmonic)

aboutlogic: premises #07 | Fixing Russell’s Paradox: The Birth of ZFC & Constructive Set Theory

aboutlogic #19 | Homotopy Type Theory, Narya & the Future of Proof Assistants with Mike Shulman
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