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New result page: the Euclidean plane is not five-colorable (Hadwiger–Nelson), with public follow-ups and related work (sources linked); Main Page link |
New result page: universal optimality of the triangular lattice (public follow-ups linked); AIM catalogue status on the Mahler and matrix multiplication pages; Main Page link |
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| Line 20: | Line 20: | ||
* Discrete geometry: | * Discrete geometry: | ||
** [[The Euclidean plane is not five-colorable]] | ** [[The Euclidean plane is not five-colorable]] | ||
** [[Universal optimality of the triangular lattice]] | |||
== Sources == | == Sources == | ||
* OpenAI mathematics collection: [https://github.com/openai/math github.com/openai/math] | * OpenAI mathematics collection: [https://github.com/openai/math github.com/openai/math] | ||
Revision as of 11:17, 13 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.
Browse
- All result pages
- Number theory:
- Convex geometry:
- Algebraic complexity:
- Discrete geometry:
Sources
- OpenAI mathematics collection: github.com/openai/math