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#472 – Terence Tao: Hardest Problems in Mathematics, Physics & the Future of AI

Lex Fridman Podcast

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Fluid Dynamics and Mathematical Curiosities

This chapter explores the intricate relationship between fluid dynamics and mathematical principles, focusing on the Navier-Stokes equations and their implications for understanding turbulence and singularities. It emphasizes the challenges faced by mathematicians in proving the existence and behavior of solutions to these equations, while also touching on broader concepts like Maxwell's Demon and cellular automata. The discussion highlights innovative ideas, such as using water for computing and the potential for self-replicating fluid robots, showcasing the deep connections between mathematics, physics, and engineering.

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