OpenAI's Reasoning Model Disproves 80-Year-Old Erdos Conjecture
Source: Marcus on AI
OpenAI's unreleased reasoning model identified a counterexample to a discrete geometry conjecture that had resisted human mathematicians for decades. The achievement suggests specialized AI systems can now operate at the frontier of pure mathematics rather than merely assist with routine proofs. The gap between capabilities and deployment—the model remains unreleased—reveals how competition between labs may be decoupling breakthrough announcements from actual product availability. This makes it harder to assess whether these advances are reproducible or genuinely useful to working mathematicians. Mathematical progress has historically been driven by human intuition and collaboration. If AI can generate that intuition at scale, fields with those properties may see disruption sooner than others.