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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Special Differential Geometry Seminar
Professor Pak-Yeung Chan
National Tsing Hua University
Flying wing construction of steady Ricci solitons
Abstract:
Ricci solitons are generalizations of the Einstein manifolds and are self similar solutions to the Ricci flow. In particular, steady Ricci solitons are eternal solutions to the Ricci flow. In this talk, we will discuss the flying wing construction of some Kahler and Riemannian steady Ricci solitons of nonnegative curvature. This is based on joint work with Ronan Conlon and Yi Lai, as well as with Yi Lai and Man Chun Lee.
Host:Bennett Chow
April 3, 2026
11:00 AM
APM B412
Research Areas
Geometric Analysis****************************
