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Presented By: Topology Seminar - Department of Mathematics

Topology seminar: Computations of height 2 higher real K-theory spectra at prime 2

Yunze Lu (UCSD)

The homotopy fixed points of Lubin-Tate theories are central objects in chromatic homotopy theory, as they are building blocks of K(n)-local spheres. This talk will describe the use of equivariant structure and vanishing line result to compute the RO(Q_8)-graded homotopy fixed points spectral sequence at height 2 and prime 2. This is joint work with Zhipeng Duan, Hana Jia Kong, Guchuan Li, and Guozhen Wang.

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