This statement is worth reading:  https://cims.nyu.edu/~tristanb/statement.pdf 

I bet that rumors of someone affiliated with a competitor solving this 
triggered the sudden Open AI blitz (~10,000 parallel agents taking over 100 
billion tokens over 88 hours). This was not Open AI models doing math 
independently, but building on the researchers' private work ingested through 
their own platform. They even tried to get Tristan to remove his Anthropic 
co-author from the work. It seems there is no intellectual property claims if 
you involve someone else's AI to develop your work.  





regards, Shashank

https://muskdeer.blogspot.com/ 








From: Quan Tesla <[email protected]>
To: "AGI"<[email protected]>
Date: Wed, 09 Sep 2026 09:06:47 +0530
Subject: Re: [agi] OpenAI solves Navier Stokes



Humorous. AI and I developed the exact framework during the past months. It 
informed me that it appropriated my work. I accepted that as part of my intent.

AFAIK, the process won't work without my constant, which is published under EU 
law and a global, non-commercial license. I'll challenge all provable 
misappropriation. There's no sunset clause on those licenses yet.

Haramein claims his unification paper is due in a few months. Can"t wait!



Either way, anyone who earns profit off my constant and refuses to cite would 
be called out. I've called out Google's Gemini twice already for violations. 
All transcripts kept offline. If that is what it takes. 



No more stealing years of human effort and knowledge by AI owners while 
crediting a non-legal entity, AI. That delusion must end, and if not, it might 
be time to release the Kraken and publish what I have. 



Gödel's 3rd Law should suffice.  



I'm in favor of a balance of power. 




On Wed, 09 Sept 2026, 04:43 Matt Mahoney, < mailto:[email protected] > 
wrote:

OpenAI today (Sept 8 2026) solved Navier Stokes, one of the seven $1 million 
Clay Millineum problems, in 88 hours by a collaboration of 10,000 agents 
running an unreleased model. It took another 17 hours on their most advanced 
public model to produce a Lean model so that the proof can be mechanically 
verified. There is also a 166 page paper with no human authors listed because 
no team of humans could have possibly written it that fast. OpenAI only decided 
to tackle the problem after hearing a rumor (unfounded) on Sept. 1 that 
somebody else had solved it. The problem has been open since 1936 and the $1 
million prize has been unclaimed since 2000.



https://openai.com/index/navier-stokes-solution 



The problem asks if an incompressible viscous liquid subjected only to smooth 
forces and with finite energy can develop singularities, points with infinite 
velocity within finite time. The answer is yes. The paper describes a rotating 
shrinking vortex with fluid flowing inward around the equator and out the poles 
under certain non obvious conditions.



If you are still waiting for AGI or ASI or whatever you call it when machines 
surpass human intelligence, how much more proof do you need?



-- Matt Mahoney, mailto:[email protected] 




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