AI‑formalized math advances

Updated: 2026.01.15 14D ago 1 sources
Large language models, when combined with formal proof assistants, are beginning to produce independently checkable solutions to previously open high‑level math problems, and to scale progress across long tails of obscure conjectures (Erdos problems). This creates immediate issues around provenance, authorship, peer review, reproducibility, and how mathematical credit and publication norms should adapt. — If AI routinely advances mathematical frontiers, governments, funders, journals and universities must update research‑governance rules (verification standards, attribution, audit trails) to preserve integrity and public benefit.

Sources

AI Models Are Starting To Crack High-Level Math Problems
BeauHD 2026.01.15 100% relevant
Neel Somani’s report of GPT‑5.2 producing a checked proof formalized via Harmonic and the claim that ~15 Erdos problems shifted from 'open' to 'solved' with AI involvement (plus Terence Tao’s notes) directly exemplify this phenomenon.
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