Mathematician, Princeton University; Fields Medalist (2022)
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Worked on the bounded-ratios problem without closing it; signed the anti-AI declaration
Two high school students from Oak Park High School in California, working with a UCLA postdoc, posted a paper that appears to finish a problem Fields Medalist June Huh worked on without closing. It describes, for any Lorentzian polynomial of any degree in any number of variables, exactly which coefficient ratios are universally bounded — and the tightest possible bound in the three-variable case.
Updated 2 hours ago
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