Advisory Group on Mathematics and Artificial Intelligence
OpenAI has formed an independent advisory group to guide the responsible development and deployment of AI tools in mathematics, following rapid internal progress on long-standing problems.
OpenAI announced on August 28 the launch of an internal model that has resolved over 100 long-standing mathematical problems, including the Navier–Stokes Millennium Prize problem. The unexpected pace of progress prompted internal discussions about how to engage the broader mathematical community. OpenAI acknowledged the substantial promise of these capabilities while emphasizing the importance of responsible development and deployment beyond mathematics itself.
In response to concerns raised in an open letter titled 'A Severe Misalignment of AI in Mathematics,' OpenAI committed to working with mathematicians to address potential negative externalities. The letter highlighted the need for thoughtful engagement between AI companies and the mathematical community. OpenAI is now collaborating with an independent mathematics advisory group to bridge this gap and ensure community input in future developments.
The newly formed Advisory Group on Mathematics and Artificial Intelligence will operate independently from OpenAI, with members who are not compensated by the company. The group will advise on the review and communication of emerging mathematical results, assess their significance, and coordinate their dissemination. It will also provide guidance on academic and professional standards in mathematical research and how OpenAI’s tools can support mathematical learning.
The advisory group includes initial members affiliated with the Institute for Advanced Study. It will have the freedom to offer unsolicited advice, comment on OpenAI’s impact on mathematics, and make its recommendations public. The group’s role does not include advising on the pace of OpenAI’s internal mathematical progress, as OpenAI seeks to center mathematicians in shaping the future of AI-supported research.