AMATEUR SOLVES 60-YEAR ERDŐS PROBLEM WITH AI

The Erdős problem, unsolved for six decades, fell to an unconventional approach: a well-crafted AI prompt that generated a novel proof strategy. The solution bypassed traditional mathematical pathways, demonstrating GPT-5.4 Pro's capacity for original problem-solving beyond pattern matching. Tao's measured assessment—calling it a "nice achievement"—reflects the mathematical community's cautious stance. While the proof is valid, experts question whether the AI's methodology will generalize to other open problems or represents a one-off success. The breakthrough highlights an emerging dynamic in mathematics: AI as a tool for discovery rather than merely verification. The single-prompt nature of the solution suggests advanced language models can navigate complex mathematical reasoning with minimal guidance. This raises questions about the future of mathematical research. Experts believe GPT-5.4 Pro may unlock solutions to other classical problems, though the long-term significance depends on pattern replicability across different problem domains.