2026-10-11 17:09 UTC

Expert mathematical review will determine whether an OpenAI model produced a valid and novel proof that non-sofic groups exist.

state: expiredheat: lowuncertainty: highnovelscott: noneopenai ai-mathematics theorem-provingSébastien BubeckOpenAI

What is this?

The supplied snippets do not substantiate the case’s claim about an OpenAI model proving that non-sofic groups exist. Instead, they describe a separate OpenAI claim: an unreleased general-purpose reasoning model produced a counterexample to an Erdős conjecture in discrete geometry, with mathematicians reportedly extracting and rewriting the result and external experts reviewing it. No snippet establishes Sébastien Bubeck’s role, the validity or novelty of a non-sofic-groups proof, or even that such a proof was produced; those points remain pending expert assessment.

Why it matters to Scott

No intersection with Scott’s own wikis or existing radar pages was found. Moreover, the supplied grounding does not substantiate the central non-sofic-groups claim, so there is not yet a grounded development to assess against Scott’s work or positions.
queries asked of Scott's wikis
  • AI-generated proofs and expert validation
  • formal verification of model-discovered mathematics
  • autonomous theorem proving versus human proof extraction
  • novelty and training-data provenance in AI discoveries
  • reasoning-model harnesses for open mathematical problems
  • AI mathematics claims and evaluation standards

Measured heat

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How the heat travelled

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Evidence (3) — ⭐ canonical anchor

sourceobjectauthorscorecomments
🟧 hnAn OpenAI model proves that non-sofic groups existlinzhangrun10
🟧 echo.x ⭐Reported that an OpenAI model proved the existence of non-sofic groups.Sébastien Bubeck——
🟧 hnAssessment of open AI math resultspaulpauper73

Interpretation history

Decision trace