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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Differential Geometry Seminar
Valentino Tosatti
Harvard University
Kahler-Ricci flow and stability
Abstract:
I will discuss the relationship between convergence of the Ricci flow on a Fano manifold and algebraic stability of the manifold with the anticanonical polarization. I will show that if the curvature remains bounded along the flow then stability implies convergence of the flow and so in particular existence of a Kahler-Einstein metric.
Host: Ben Weinkove
February 19, 2009
9:30 AM
AP&M 5402
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