OpenAI says its next-generation internal model helped solve the Navier-Stokes Millennium Prize Problem. Around 10,000 coordinating agents. 88 hours. I wanted to understand what that means without needing a maths degree.
I walk through the announcement, the vortex, and a plain-English explanation from GPT-6 Astra. Then I give my take on what this could mean for AI and scientific discovery.
Watch the video: https://youtu.be/LlAoO5AErJU
CHAPTERS
0:00 OpenAI’s new maths claim
0:29 The internal model beyond GPT-6 Astra
1:09 10,000 agents and 88 hours
2:00 How the agents worked together
2:41 Tokens and the hypothetical cost
3:36 Why OpenAI won’t claim the prize
4:39 Navier-Stokes in plain English
6:06 Five details worth knowing
6:53 My take on AI and discovery
SOURCE
OpenAI’s announcement, with links to the paper and Lean proof: https://openai.com/index/navier-stokes-solution/
CLARIFICATIONS
The $15M and $6.5M figures in this video are hypothetical output-token price comparisons, not OpenAI’s reported spending. $15M refers to all attempted problems; $6.5M refers to Navier-Stokes alone under the pricing assumption discussed. My later references to “spent $15M” overstate what is known.
The concurrent Alpöge/Buckmaster result concerned forced Euler, a different result. My imagined rivalry dialogue is speculation, not a reported exchange. “AGI” is my interpretation, not an established conclusion from this result. The thumbnail vortex is an illustration.