OpenAI says 10,000 AI agents solved a $1 million math problem. Now mathematicians are fighting
OpenAI utilized a massive network of 10,000 AI agents to propose a solution to the Navier-Stokes existence and smoothness problem, a long-standing Millennium Prize math challenge. While the proof suggests fluid speeds can grow without limit, the achievement has sparked controversy among mathematicians regarding the independence and validity of the AI's work.
Why it matters
This development signals a shift toward using multi-agent AI systems to solve complex, decades-old scientific problems, potentially accelerating breakthroughs in fields like aerospace and medicine.
The company published a proposed solution to the Navier-Stokes existence and smoothness problem, one of seven Millennium Prize Problems carrying a $1 million prize. The equations describe how fluids such as water and air move, while the unsolved question asks whether a perfectly smooth flow can eventually break down and produce speeds that grow without limit.
OpenAI’s system says it can. Its proof described a fluid vortex that becomes increasingly stretched and concentrated until its speed blows up in finite time, even while the system’s total energy stays finite.
Real fluids cannot move infinitely fast as per the current understanding of physics. At sufficiently extreme scales, the assumption behind Navier-Stokes that a fluid can be treated as one continuous substance would stop matching physical reality.
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