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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 258 - Differential Geometry Seminar
Natasa Sesum
Rutgers University
Non-Kahler Ricci flows and Kahler singularity models
Abstract:
We investigate Riemannian (non-Kahler) Ricci flow solutions that develop finite-time singularities with the property that parabolic rescalings at the singularities converge to singularity models that are shrinking Kahler--Ricci solitons, specifically, the conjecturally stable ``blowdown soliton'' discovereed by Feldman, Ilmanen and Knopf. This is a joint work with Isenberg and Knopf.
Host: Lei Ni
May 10, 2017
3:00 PM
AP&M 5829
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