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Living proof: Hunting through higher dimensions with Zhouli Xu

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Zhouli Xu explains the Kervaire invariant problem and the role of unusual geometric objects in high-dimensional topology. He describes the long route towards resolving the problem in dimension 126, including the collaborative and technical challenges behind the proof. The conversation was recorded during the Isaac Newton Institute programme on equivariant homotopy theory.

Topics

Kervaire invariant problemhigh-dimensional topologyunusual geometric objectsdimension 126equivariant homotopy theoryhomotopy theoryZhouli XuIsaac Newton Institute

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