General-purpose AI model reportedly solves major open problem in mathematics
A general-purpose AI model has reportedly solved a long-standing problem in mathematics. Mathematician Ernest Ryu utilized OpenAI's GPT-5 to address a 40-year-old convex optimization issue, which is now under formal verification. This breakthrough highlights the potential of AI to contribute to genuine mathematical discoveries rather than merely assisting with existing problems.
- ▪The AI model solved a convex optimization problem that had remained unsolved for four decades.
- ▪Ernest Ryu used OpenAI's GPT-5 to produce a solution that is currently being verified.
- ▪This development signifies a shift in the role of AI from assisting in mathematics to generating original mathematical results.
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General-purpose AI model reportedly solves major open problem in mathematics Mathematician Ernest Ryu used OpenAI's GPT-5 to crack a 40-year-old convex optimization problem, signaling a shift in how mathematical breakthroughs happen. Share Add us on Google by Editorial Team May. 20, 2026 window.sevioads = window.sevioads || []; var sevioads_preferences = []; sevioads_preferences[0] = {}; sevioads_preferences[0].zone = "01f21ccf-2092-46b1-9ac7-8c44cc782e0f"; sevioads_preferences[0].adType = "native"; sevioads_preferences[0].inventoryId = "c5700508-581b-472c-8fdd-a931cdbfc8e1"; sevioads_preferences[0].accountId = "1e47efc1-ec2d-4fca-a8b9-354e249e5095"; sevioads.push(sevioads_preferences); A general-purpose AI model has reportedly solved a problem that stumped mathematicians for four…
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