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Registry

openai/math: 719 manuscripts in 372 families from an unreleased internal model

Status

Under review

Recorded on · raw.githubusercontent.com

  1. Announced
  2. Recordedunder review
  3. nextTo follow
What this status means

Source reading : Source read word for word (level 3 of 3)

Public review under way, no verdict yet.

To move to “Peer reviewed”: a journal publication or a review by named experts. A sourced public objection would move it to “Contested”.

Full history

The gist

On 6 October 2026, OpenAI released 722 mathematics manuscripts at once, written by an unreleased internal model; three were withdrawn the following day.

FollowReport

Cite this entry

A single status snapshot since Oct 11, 2026: a citation always points to a dated snapshot.

Cite snapshot 1, Oct 11, 2026

APA citation with the dated link

DiscoverIA. (2026, October 11,). openai/math: 719 manuscripts in 372 families from an unreleased internal model [Status : Under review, snapshot 1]. DiscoverIA registry. https://discoveria.ai/en/fiche/oai-math-release-2026-10-06/#releve-1

BibTeX @misc, key discoveria-oai-math-release-2026-10-06-r1

@misc{discoveria-oai-math-release-2026-10-06-r1,
  author       = {{DiscoverIA}},
  title        = {openai/math: 719 manuscripts in 372 families from an unreleased internal model},
  howpublished = {DiscoverIA registry, entry oai-math-release-2026-10-06},
  note         = {Status « Under review », snapshot 1, recorded on October 11, 2026. new result},
  year         = {2026},
  url          = {https://discoveria.ai/en/fiche/oai-math-release-2026-10-06/#releve-1},
  urldate      = {2026-10-11}
}

Dated link opens this snapshot in the history

https://discoveria.ai/en/fiche/oai-math-release-2026-10-06/#releve-1

Text written by an AI (DiscoverIA pipeline), on Reviewed by: Antoine Olivier, Oct 18, 2026Report an error

What has not been reviewed?

The status and its sources come from the registry; the explanatory text has been reviewed by a human.

The status and its sources come from the registry; the explanatory text has been reviewed by a human.

Key facts

Claimed by
OpenAI (modèle interne non diffusé)
announced on Oct 6, 2026
Nature
new result
Field
Mathematics (mathematics (17 fields))
Checked by
claimant (Lean); no third party named for the whole
Sources (domains)
9 : 9 links only
This entry
Reviewed by Antoine Olivier, Oct 18, 2026

To understand

Analogy

Like a publisher piling hundreds of manuscripts onto the same table, each at a different stage of review: they have to be examined one by one to know which ones hold up.

What it changes

The collection holds 719 manuscripts in 372 families across 17 areas of mathematics; if some of these results held, an AI model would have contributed to research results in several of these areas. The Association for Human Mathematics criticises the simultaneous release of more than 700 texts, a debate about how to publish that does not settle whether the results are valid.

What remains unclear

The partial figures available give no consistent count by verification stage, and the repository warns that some unformalised results "could have issues". The Lean proofs (Lean is a language in which a computer checks every step of a proof), supplied by OpenAI, cover only part of the results.

For experts

9 sources.

For experts

Proofs
preprints PDF/TeX, Lean fourni par le revendicateur pour une partie, 10 résumés de raisonnement (familles 007, 017, 087, 102, 159, 197, 221, 271, 287, 362)

Sources(domains)

Method

According to the repository README, about 4,000 problems were given to the model, with about 3 hours of ChatGPT Pro per result, with exceptions (zero-free region of zeta, Hodge for CM abelian varieties). Each result is published as a PDF and TeX manuscript; some are formalised in Lean by OpenAI, and 10 families come with a summary of the model's reasoning. The partial counts (about 42%, or 300 of 719, according to history.md) are not reconciled. Status “under review” recorded on 11 October 2026 from github.com (page read, quotation checked word for word).

Limits

The claimant supplies Lean proofs for part of the results (about 42% according to the README); DiscoverIA has found no independent verification of them.

To understand

Like a publisher piling hundreds of manuscripts onto the same table, each at a different stage of review: they have to be examined one by one to know which ones hold up.

Parts of this announcement (372)

TitleStatus
Three manuscripts withdrawn after a sign error (Weil classes, Kuga–Satake K3, rational Hodge)Withdrawn
Claimed proof of the Unique Games Conjecture (family 102)Not evaluated
The Partition Principle does not imply Choice (family 244)Contested
Counterexample to Kaplansky's zero-divisor conjecture (family 196)Not evaluated
Torsion-free group algebras that are not directly finite (family 197)Not evaluated
Counterexample to Hadwiger's conjectureNot evaluated
Quasi-Riemann hypothesis: zero-free half-plane Re(s) > 7/8 (family 003)Not evaluated
Full BSD formula for Selmer corank 0 or 1 (family 002)Not evaluated
Hilbert's tenth problem over Q (family 004)Not evaluated
OpenAI claims the irrationality exponent of π is 2 (family 017)Not evaluated
Rational Hodge conjecture for CM abelian varieties (family 032)Not evaluated
Artin's K(π,1) conjecture and CAT(0) obstructions (family 254)Not evaluated
Isomorphism of free group factors (family 287)Not evaluated
Counterexample to the nearby Lagrangian conjecture (family 340)Not evaluated
Matrix multiplication exponent at most 9/4 (family 107)Not evaluated
Not all have accompanying Lean formalizations.Not evaluated
describes the scope of the Lean formalizationNot evaluated
Not all have accompanying Lean formalizations.Not evaluated
describes the scope of the Lean formalizationNot evaluated
describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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describes the scope of the Lean formalizationNot evaluated
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Status history

Only one observation so far.

  1. 01

    First observation:Under reviewCurrent status

    Source: raw.githubusercontent.comread word for word

An observation is added; none is ever erased.

Reactions and objections

  • : Retraction Watch : OpenAI withdraws three preprints a day after releasing 722 manuscripts (retractionwatch.com)
  • : Proofs and Prompts : 100+ reactions to 100+ solutions (proofsandprompts.com)
  • : Déclaration de l'Association for Human Mathematics sur la publication OpenAI du 6 octobre (ahmath.org)
  • : Nature : OpenAI posts 700 maths preprints online: mathematicians are up in arms (nature.com)
  • : Washington Post : OpenAI releases progress on more than 300 math research problems (washingtonpost.com)
  • : Scott Aaronson, 'The Mathocalypse' (scottaaronson.blog)
  • : Billets de Terence Tao : Math 2.0 (2026-10-10), Hales sur Lean et fiabilité (2026-10-09), Bloom sur les changements du site erdosproblems.com (2026-10-06), Hexagon (2026-10-06) (terrytao.wordpress.com)

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