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Geometric Flows and Geometric Operators

seminar: Dehn filling in dimension 3 and higher

speaker: Richard Bamler (University of California)

abstract: I present a method of constructing Einstein metrics of negative curvature in dimension greater than 2 by a process which is similar to Thurston's Dehn filling. In dimension 3 this will yield an analytic proof of the Dehn filling result. The method was mainly developed by Michael Anderson, however I will give an alternative argument that makes the case of so called unbalanced fillings clearer.

timetable:
Tue 16 Jun, 15:00 - 16:00, Aula Mancini
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