OpenAI Says Its AI Solved a Millennium Prize Problem
OpenAI said the internal model used 10,000 agents and millions of dollars in compute, while rival mathematicians dispute the credit.
- OpenAI announced that its AI model solved the Navier-Stokes Millennium Prize Problem in 88 hours using about 10,000 AI agents working together, marking a significant mathematical achievement.
- The Navier-Stokes problem involves equations describing fluid motion and questions whether these equations can break down under certain conditions.
- OpenAI denied allegations that it used unpublished work by mathematicians Tristan Buckmaster and Levent Alpoge without credit.
- The Clay Mathematics Institute has not yet validated OpenAI's proof, and mathematicians have expressed concerns about the proof's readability and completeness.
448 Articles
448 Articles
A.I. May Have Solved a Longstanding Math Problem With a Million-Dollar Prize. It Ignited a Controversy Over Who Gets Credit
OpenAI announced a solution to the Navier-Stokes problem. But could its A.I. models have used data from two mathematicians working on a similar breakthrough?
OpenAI assures that its AI has solved in 88 hours the problem of Navier-Stokes, one of the great mathematical riddles of the last 90 years, although the announcement has opened a dispute over merit.
OpenAI has achieved a result on a mathematical problem that has been unsolved for nearly 90 years. Ten thousand AI agents worked on it for just 88 hours.
OpenAI issued a paper claiming that an undeclared artificial intelligence model was able to solve the problem of the existence and smoothness of Navier-Stocks' equations, one of the problems of the Millennium Prize of the Clay Institute of Mathematics. The importance of the subject is crystal ball: OpenAI issued a paper claiming that an undeclared artificial intelligence model was able to solve the problem of the existence and smoothness of Navi…
Mathematics: OpenAI claims to have solved one of the greatest mathematical riddles. It concerns the Navier-Stokes problem, which by ten thousand…
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