Gauss - an agentic formalization of the Prime Number Theorem
Jared Duker Lichtman (Stanford and Math, Inc) and Jesse Han (Math, Inc.)
Thu Sep 18, 18:30-19:30 (3 months ago)
Abstract: In this talk we'll highlight some recent formalization advances using a new agent, Gauss. In particular, with Gauss we obtained a Lean proof of the Prime Number Theorem in strong form, completing a challenge set in January 2024 by Alex Kontorovich and Terry Tao. We hope Gauss will help assist working mathematicians, especially those who do not write formal code themselves.
algebraic geometrynumber theory
Audience: researchers in the topic
Comments: Note the unusual day/time/place!
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| Organizers: | Edgar Costa*, Bjorn Poonen*, David Roe*, Andrew Sutherland*, Robin Zhang*, Wei Zhang*, Eran Assaf*, Thomas Rüd |
| *contact for this listing |
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