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Add the Artin groups page to Browse
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** [[Prime-factor statistics of p − 1]]
** [[Prime-factor statistics of p − 1]]
** [[Primitive roots for every admissible integer base]]
** [[Primitive roots for every admissible integer base]]
** [[Bounded gaps between primes]]
* Convex geometry:
* Convex geometry:
** [[The Mahler conjectures]]
** [[The Mahler conjectures]]
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* Algebra:
* Algebra:
** [[The Deligne–Drinfeld conjecture]]
** [[The Deligne–Drinfeld conjecture]]
* Representation theory of algebras:
** [[The little finitistic dimension conjecture]]
* Mathematical logic:
* Mathematical logic:
** [[Rigidity of the Turing degrees]]
** [[Rigidity of the Turing degrees]]
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** [[The hypercube Ramsey number has linear order]]
** [[The hypercube Ramsey number has linear order]]
* Discrete geometry:
* Discrete geometry:
** [[The higher-dimensional Erdős distinct-distances conjecture]]
** [[The Euclidean plane is not five-colorable]]
** [[The Euclidean plane is not five-colorable]]
** [[Universal optimality of the triangular lattice]]
** [[Universal optimality of the triangular lattice]]
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* Harmonic analysis:
* Harmonic analysis:
** [[The triangular Hilbert transform at the symmetric point]]
** [[The triangular Hilbert transform at the symmetric point]]
* Partial differential equations:
** [[The critical dimension for one-phase Bernoulli minimizers]]
* Differential geometry:
* Differential geometry:
** [[Smooth isometric immersions of surfaces into four-space]]
** [[Smooth isometric immersions of surfaces into four-space]]

Latest revision as of 14:56, 14 October 2026

OpenAI Aftermath is a guide to mathematical research published by OpenAI and to publicly available follow-up work by others: extensions, applications, formal verifications, corrections and critiques.

How entries are written

  • Each result page summarizes the published claim and cites its public source: the paper, the repository commit or the preprint version.
  • Follow-up work is listed with its relation to the original result (extension, use, verification, correction or critique), its public date and its public status.
  • The publication of a paper, code or a formal proof is reported as such. It is not presented as independent verification.

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Sources