No, AI didn’t just solve the thorniest problem in math
There’s a million-dollar prize for proving the Riemann hypothesis. Claude couldn’t pull that off, but it made significant progress on a related problem
The Riemann hypothesis, a million-dollar prize problem in mathematics, remains unsolved after 170 years. Claude, an AI language model, attempted to make progress on related problems but did not solve the famous conjecture. However, Claude made significant progress on a related issue—the distribution of prime numbers—by determining that at least 67.2 percent of the zeros of the Riemann zeta function have a real part of 1/2.
While this advance is noteworthy, it is not sufficient to claim a solution to the Riemann hypothesis. Mathematicians have praised Claude's contribution, noting that it represents a new idea in mathematics and demonstrates AI's capability to make interesting mathematical research. The blog post announcing this result was described as restrained and giving proper credit to previous works, which is encouraging given AI's tendency to overhype its findings.
Written by urgent.news from Scientific American's reporting — not their text. Machine-written — may contain errors; check the original before relying on it.
