It was announced to much fanfare that AI had solved the Navier–Stokes problem. As a mathematician explains, that’s only sort of the case

It was announced that AI had made significant progress in addressing the Navier–Stokes problem, a long-standing mathematical challenge in fluid dynamics. This announcement generated considerable excitement within the scientific community. However, a mathematician has pointed out that the claim of a solution is only partially accurate. The nuances of the AI's proof raise questions about its validity and the implications of the findings. OpenAI's proof is reportedly eligible for a $1-million prize associated with the Navier-Stokes problem. However, the legitimacy of this claim is under scrutiny due to the use of a controversial loophole in the proof process. Critics argue that this approach may not adhere to the rigorous standards typically expected in mathematical proofs, potentially undermining the significance of the achievement. The Navier-Stokes problem involves determining the existence and smoothness of solutions to the equations governing fluid motion. The complexity of these equations has made them a central topic in mathematical research for decades. While the AI's contributions to this problem are noteworthy, the debate surrounding the validity of the proof highlights the ongoing challenges in the field of mathematics and the interpretation of AI-generated results. In summary, while the announcement of an AI solution to the Navier-Stokes problem has garnered attention, the mathematical community remains divided on the authenticity and implications of this claim, particularly regarding the use of a loophole in the proof.