Forwarded from Axis of Ordinary
Math, Inc. introduces “Gauss,” an autoformalization agent that (they say) completed the Strong Prime Number Theorem (PNT) formalization in Lean in ~3 weeks, a challenge initiated by Terence Tao & Alex Kontorovich in Jan 2024. Their post also notes Tao/Kontorovich announced intermediate (“medium PNT”) progress in July 2025, but were stuck on complex-analysis hurdles that Gauss then cleared.
The artifact is public: a GitHub repo with ~25k lines of Lean and ~1.1k theorems/defs, plus a LaTeX blueprint and rendered docs. The README says “most statements and proofs were produced by Gauss” with targeted human scaffolding; parts re-use/adapt code from the earlier PrimeNumberTheoremAnd project.
Funding/Partner: DARPA’s expMath program
🔗 Blog: https://math.inc/gauss
🔗 GitHub: https://github.com/math-inc/strongpnt
🔗 Early access: https://math.inc/early-access
The artifact is public: a GitHub repo with ~25k lines of Lean and ~1.1k theorems/defs, plus a LaTeX blueprint and rendered docs. The README says “most statements and proofs were produced by Gauss” with targeted human scaffolding; parts re-use/adapt code from the earlier PrimeNumberTheoremAnd project.
Funding/Partner: DARPA’s expMath program
🔗 Blog: https://math.inc/gauss
🔗 GitHub: https://github.com/math-inc/strongpnt
🔗 Early access: https://math.inc/early-access
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Forwarded from Veronika's Sanctuary 🦊 (Veronika 🦊)
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LMAO
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