"This OpenAI math drop is nuts": 7/8 quasi-RH and Hilbert's tenth over Q
Crémieux @cremieuxrecueil · x · 2026-10-06 · ★ · archived
High-reach commentator post (~103k views) amplifying the quasi-RH and Hilbert's-tenth claims.
Summary
Posted 22:36 UTC: "This 7/8 quasi-Riemann hypothesis proof looks like one of the most important advances in analytical number theory in decades. And they also resolved one of the most famous decidability problems in number theory!" ~103k views. A commentator, not a mathematician.
Archived text
This OpenAI math drop is nuts.
This 7/8 quasi-Riemann hypothesis proof looks like one of the most important advances in analytical number theory in decades.
And they also resolved one of the most famous decidability problems in number theory!
Plus 3,998 more things! Oh my god. https://t.co/GK3bwslxVF
Media: https://pbs.twimg.com/media/HT-z5BKWkAAZWHQ.jpg
likes 1523 · replies 36 (at fetch time)
Archived 2026-10-07 via syndication.
Related events
- OpenAI releases 722 AI-written math manuscripts (372 result families) claiming hundreds of open problems, incl. quasi-Riemann, Unique Games, Hodge for CM abelian varieties and free group factors 2026-10-06
- OpenAI model claims the quasi-Riemann hypothesis: no zeta or Dirichlet L-function zeros with Re s > 7/8, and no Landau–Siegel zeros (Lean-formalized) 2026-10-06
All posts · id: 2026-10-06-cremieux-quasi-rh-hilbert-tenth