OpenAI Reportedly Publishes 722 Papers Solving 90 Open Mathematical Problems
OpenAI has reportedly released 722 mathematical papers, claiming to solve 90 of the top 500 open problems in mathematics, including work related to the Quasi-Riemann Hypothesis. If verified by the mathematical community, this would mark one of the most significant breakthroughs in automated reasoning, demonstrating AI's capacity for deep scientific discovery. Among the publications is a paper addressing the Quasi-Riemann Hypothesis, asserting that the Riemann zeta function and families of L-functions have no zeros when the real part of their input exceeds 7/8.
## BACKGROUND
The Riemann Hypothesis is one of the most famous unsolved problems in mathematics, concerning the distribution of prime numbers via the zero points of the Riemann zeta function. A Quasi-Riemann Hypothesis relaxes this conjecture by proving bounds on the real parts of these non-trivial zeros rather than establishing the exact line of 1/2. Automated theorem proving and AI models have increasingly been developed to generate, verify, and assist in complex mathematical reasoning.