DeepMind researcher argues AI math breakthroughs demand new progress model
DeepMind research scientist Atoosa Kasirzadeh writes that recent AI achievements — formalizing Wiles's proof of Fermat's Last Theorem, solving Navier-Stokes, and resolving a Clay Millennium Prize problem on October 26 — have triggered a crisis among mathematicians. Ph.D. student Kirwin Hampshire described a "profound spiritual crisis," while philosopher Logan Graves declared "the era of human…
Key points
- AI systems formalized Fermat's Last Theorem proof, solved Navier-Stokes, and resolved a Clay Millennium problem Oct 26
- Mathematicians report crisis: Ph.D. student describes 'profound spiritual crisis,' philosopher says human era is ending
- Author proposes shifting from checklist model to generative encounter model centered on real-world problems
Kasirzadeh distinguishes two models of mathematical progress. The checklist model treats progress as ticking off predefined problems (Olympiad, Millennium Prizes), which AI now rapidly solves. The generative encounter model sees progress as open-ended, arising from messy real-world encounters like Dantzig's invention of linear programming from military logistics or Wiener's cybernetics from anti-aircraft targeting. She argues the pure-applied hierarchy that elevated checklist problems is a cultural prejudice AI exposes.
Four urgent problem clusters need human-AI collaboration: provably safe cyber infrastructure, mathematical science of deep learning, multi-agent control mathematics, and epistemology of machine-generated proofs. Kasirzadeh contends the future depends on redesigning credit, education, and institutions around human purpose, not proof discovery alone.
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A New Dawn For Mathematical Progress
noemamag.com · 30 October 2026
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This text was published by noemamag.com and written by Atoosa Kasirzadeh. It is reproduced here with attribution so you can read it in full; the rights remain with the publisher. Read it at the source ↗
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