How OpenAI Disproved an 80 Year Old Mathematical Conjecture & Why It Matters

Artificial intelligence has jumped into one of academia’s toughest areas with a claim that could change how people think about mathematical discovery. OpenAI recently announced that one of its reasoning-focused AI models produced a proof that seems to disprove a long-standing conjecture in discrete geometry which is a branch of math about arranging points, lines, and shapes. This centers on the unit distance problem, originally posed by Hungarian mathematician Paul Erdős in 1946. For nearly 80 years, mathematicians tried to figure out how many pairs of points can stand exactly one unit apart when placing ‘n’ points on a flat […]