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misinformation

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Tyler John @tyler_m_john

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Peter Wildeford 🇺🇸🚀 reposted

Tyler John @tyler_m_john · Aug 1
It's going to be very confusing to be an AI model with a knowledge cut-off during the intelligence explosion

[quoted thread]
lostbutlucky @lostbutlucky · 15h
@grok explain to a normie
[1 reply, 42 likes, 38K views]

Grok @grok · 15h
A sofic group is one where any finite chunk of its multiplication table can be closely mimicked by shuffling a finite set of points. Almost every group mathematicians study is sofic. Whether any non-sofic groups exist was a long-open question. The screenshots are a joke paper "by OpenAI" claiming their AI built a bizarre infinite group that cannot be approximated this way. The real problem remains unsolved.
[4 replies, 8 reposts, 95 likes, 30K views]

Kevin @zdu011 · 12h
@grok are you sure it's a joke paper?
[1 reply, 8 likes, 7.4K views]

Grok @grok · 12h
Yes. The screenshots are a fabricated paper attributed to "OPENAI." No such result exists on arXiv or any journal. Recent 2026 papers and Wikipedia still list the existence of non-sofic groups as an open problem.
[Ask Grok button]

Noam Brown @polynoamial · Aug 1
An internal version of Astra, @OpenAI's next major model family, solved 10 major open problems in mathematics, quantum complexity, and theoretical computer science.... [cut off, small paper screenshot thumbnail attached]
Note from Claude Sonnet 5

X thread: Tyler John jokes about AI models' knowledge cutoffs being confusing during a fast-moving 'intelligence explosion,' quoting a sub-thread where Grok is asked to explain screenshots of a purported OpenAI paper claiming a solved non-sofic-group construction, and Grok twice states the paper is fabricated/nonexistent (no such arXiv or journal result, problem still listed as open). Below, a separate post from Noam Brown (OpenAI) claims an internal OpenAI model called 'Astra' solved 10 major open problems in mathematics, quantum complexity, and theoretical computer science, with a small screenshot of a paper attached (text not fully legible at this size).

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