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Department of Mathematics,
University of California San Diego

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Differential Geometry Seminar

Shengli Kong

UCSD

Ancient solutions of Ricci flow on spheres and generalized Hopf fibrations

Abstract:

I will discuss a construction of ancient solutions to Ricci flow on spheres and complex projective spaces which generalize Fateev's examples on three spheres. These examples supply counter-examples to some folklore conjectures on ancient solutions of Ricci flow on compact manifolds. This a joint work with Ioannis Bakas and Lei Ni.

May 27, 2009

4:00 PM

AP&M 5402

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