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Will Computers prove theorems?

Series
Strachey Lectures
Video Audio Embed
Kevin Buzzard: Will Computers prove theorems?
Will computers one day replace human mathematicians? Is this just around the corner, or decades away? Can neural networks spot patterns which humans have missed? Currently language models are great for brainstorming big ideas but are very poor when it comes to details. Can integrating a language model with a theorem prover like Lean solve these problems? Is the modern mathematical literature riddled with errors, and is it feasible to hope that a machine might find and even fix them? Is it possible to teach a computer the proof of Fermat's Last Theorem? And what do mathematicians make of all this? I'll talk about how modern developments in AI and theorem provers are beginning to affect mathematics.

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Strachey Lectures
Captioned

Formalizing the Future: Lean’s Impact on Mathematics, Programming, and AI

Leo De Moura: Formalizing the Future: Lean’s Impact on Mathematics, Programming, and AI
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Episode Information

Series
Strachey Lectures
People
Kevin Buzzard
Keywords
computers
humans
mathematics
Department: Department of Computer Science
Date Added: 15/05/2025
Duration: 00:46:25

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