The University of Arizona
Please note that this event has ended!

Global well-posedness and scattering in nonlinear wave equations

Early Career Math Colloquium

Global well-posedness and scattering in nonlinear wave equations
Series: Early Career Math Colloquium
Seminar
Location: Online
Presenter: Guher Camliyurt, University of Chicago

In this talk we will consider the wave equation in odd space dimensions with energy-supercritical nonlinearity, in the radial setting. We will review the concentration compactness and rigidity arguments starting from the earlier work by Kenig-Merle and Duyckaerts-Kenig-Merle in the energy-critical and energy-supercritical cases, and outline the key ideas behind the proof of global well-posedness and scattering results in dimensions three, five, and seven.

(https://arizona.zoom.us/j/89298093679)