Erdős n°303 : formalisation par Seed Prover (preuve : Brown and Rödl (1991))
French title, not yet translated
Status
Not evaluated
Recorded on · github.com
- Announced
- Wiki frozen
- Recordednot evaluated
- nextTo follow
What this status means
Source reading : Source read word for word (level 3 of 3)
No DiscoverIA status yet; this does not mean nobody has checked it.
To move to “Under review”: a public review under way. To “Peer reviewed”: a journal publication or a review by named experts.
Dated archive: status recorded on the wiki frozen on Jun 30, 2026
The gist
The “AI contributions to Erdős problems” wiki, frozen on 30 June 2026, lists an AI contribution by Seed Prover to Erdős problem #303 as “Formalization”.
Cite this entry
A single status snapshot since Oct 12, 2026: a citation always points to a dated snapshot.
Cite snapshot 1, Oct 12, 2026
APA citation with the dated link
BibTeX @misc, key discoveria-erdos-303-seed-prover-2b-r1
@misc{discoveria-erdos-303-seed-prover-2b-r1,
author = {{DiscoverIA}},
title = {Erdős n°303 : formalisation par Seed Prover (preuve : Brown and Rödl (1991))},
howpublished = {DiscoverIA registry, entry erdos-303-seed-prover-2b},
note = {Status « Not evaluated », snapshot 1, recorded on October 12, 2026. formalisation of a known result},
year = {2026},
url = {https://discoveria.ai/en/fiche/erdos-303-seed-prover-2b/#releve-1},
urldate = {2026-10-12}
}Dated link opens this snapshot in the history
Text produced by an automatic template (DiscoverIA pipeline), on Reviewed by: nobody yetReport an error
What has not been reviewed?
The status and its sources come from the registry; only the explanatory text has not been reviewed. A reported error is corrected, then the text is reviewed.
The status and its sources come from the registry; only the explanatory text has not been reviewed. A reported error is corrected, then the text is reviewed.
Key facts
- Claimed by
- Seed Prover, selon le wiki IA d'Erdős
announced on Dec 21, 2025 - Nature
- formalisation of a known result
- Field
- Mathematics (Erdős problem #303 (number theory ; unit fractions))
- Wiki category
- Formalization (contribution secondaire : formalisation)
- Proof formalised
- Brown and Rödl's
- According to erdosproblems.com
- problem proved, proof formalised in Lean (recorded on Oct 12, 2026)
- Checked by
- no verifier identified
- Sources (domains)
- 2 : 1 read word for word, 1 links only
- This entry
- AI draft, not reviewed
For experts
Sources(domains)
- primairegithub.compage read word for word · consulted on Oct 12, 2026
- listeerdosproblems.comlink only, reading not recorded
Method
Status “not evaluated” recorded on 12 October 2026 from github.com (page read, quotation checked word for word).
Limits
Nature: formalisation, that is a machine check of an already known result, not a discovery. DiscoverIA has recorded no independent evaluation as of this date.
In the same set
AI contributions to Erdős problems (wiki by T. Tao, frozen on 30 June 2026) · entry 101 of 521, by problem number
- Not evaluated : Erdős problem #288: candidate partial result according to the wiki (GPT-5.5 Thinking)
- Not evaluated : Erdős n°290 : formalisation par Aristotle (preuve : van Doorn (2024))
- Not evaluated : Erdős n°296 : formalisation par Aristotle (preuve : Hunter and Sawhney)
- Not evaluated : Erdős n°303 : formalisation par Seed Prover (preuve : Brown and Rödl (1991))
- Not evaluated : Erdős problem #306: partial result with a Lean proof according to the wiki (Claude, Claude Code)
- Not evaluated : Erdős problem #306: partial results found in the literature according to the wiki (GPT-5.2 Thinking)
- Not evaluated : Erdős problem #306: candidate full solution with a Lean proof according to the wiki (Unspecified)
Status history
Only one observation so far.
An observation is added; none is ever erased.
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