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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 258 - Differential Geometry
Fei He
Some rigidity results for Ricci-flat manifolds and gradient steady Ricci solitons
Abstract:
Gradient steady Ricci solitons are potential singularity models for the Ricci flow. Also, they are natural generalizations of Ricci-flat manifolds, hence share many interesting properties. In this talk I'll present some $\epsilon$-rigidity results for noncompact Ricci-flat manifolds and the generalization to gradient steady Ricci solitons.
Host: Lei Ni
May 23, 2014
10:00 AM
AP&M 7218
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