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Learning Seminar on PDE and Applications

The Gursky-Streets equations

Weiyong He, University of Oregon

Date & time: Tuesday, 10 November 2020 at 1:40PM - 3:40PM

Abstract: Gursky and Streets introduced a family of fully nonlinear elliptic equations, as geodesic equations of the space of metrics in a fixed conformal class. The set-up of geometric structure was motivated by the Kahler geometry, and can be used to prove the uniqueness of sigma_2 Yamabe problem in dimension four. We discuss the Gursky-Streets equations, the regularity and the applications.

Meeting ID 948 4160 4914
Passcode: 654986

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