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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Math 248 - Seminar in Real Analysis
Mihai Tohaneanu
University of Kentucky
Global existence for quasilinear wave equations close to Schwarzschild
Abstract:
We study the quasilinear wave equation $\Box_g u=0$, where the metric $g$ depends on $u$ and equals the Schwarzschild metric when $u$ is identically 0. Under a couple of assumptions on the metric $g$ near the trapped set and the light cone, we prove global existence of solutions. This is joint work with Hans Lindblad.
Hosts: Ioan Bejenaru and Jacob Sterbenz
May 16, 2017
10:00 AM
AP&M 7321
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