updateMay 20, 2026· 1 min read

openai claims new reasoning model solved math problem

openai's new reasoning model reportedly disproves an 80-year-old math conjecture. this could enhance problem-solving capabilities in various fields.

openai has announced that its new reasoning model has produced an original proof disproving a famous unsolved conjecture in geometry, first posed by paul erdős in 1946. this claim follows previous assertions about solving other erdős problems, which were later found to be misrepresentations of existing solutions.

for indie developers, this advancement in reasoning models could lead to improved AI capabilities in generating complex algorithms or solving intricate design problems. the implications extend to various fields, including game development, where AI can assist in creating more sophisticated mechanics or optimizing processes.

there are no immediate changes to pricing or access for developers using openai's tools. however, those interested in leveraging this new model should keep an eye on updates regarding its integration into existing systems.

consider exploring how this reasoning model can be applied to enhance procedural generation or AI-driven narrative structures in your projects.

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worth watching if your procedural generation or pathfinding logic needs a reasoning model that can actually handle complex constraint problems without hallucinating the math