OpenAI Makes Claim Regarding Decades-Old Unsolved Mathematics Problem
OpenAI has claimed that it solved the Navier-Stokes problem with the help of artificial intelligence. This announcement sparked controversy after a mathematician from New York University raised concerns over data access.
OpenAI announced that, as a result of artificial intelligence-powered work, it has overcome the Navier-Stokes mathematics problem, which has remained unsolved for nearly a century. However, this development quickly sparked controversy due to allegations of data access regarding similar work by other researchers.
Explanation of the Navier-Stokes Problem
OpenAI reported that it solved the Navier-Stokes problem, which is included on the list of seven Millennium Prize Problems published by the Clay Mathematics Institute.
The problem in question examines whether the equations used to explain the motion of fluids become invalid under certain conditions.
Details of the Artificial Intelligence Work
For this initiative, which cost millions of dollars, an internal system consisting of approximately 10,000 autonomous artificial intelligence agents, stronger than the GPT-6 Astra model, was used.
It was stated that the system reached the solution within 88 hours and the obtained proof suggested that the equations sometimes fail.
Data Access and Controversies
New York University professor and mathematician Tristan Buckmaster stated that OpenAI rushed this work while he and an Anthropic researcher were preparing for their own announcement.
Buckmaster expressed concerns regarding data security, stating that their ongoing work was stored in OpenAI's Codex model.
OpenAI's Response and Reward Status
At the press conference held, OpenAI researcher Sebastien Bubeck argued that the work of the two researchers was not used and that the materials on the servers were not accessed.
However, the company acknowledged that they could not entirely rule out the possibility that data derived from product usage might help in model development. OpenAI announced that it does not plan to claim the $1 million prize from the Clay Mathematics Institute.