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DTSTART:20170101T000000
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BEGIN:VEVENT
DTSTART;TZID=UTC:20170214T110000
DTEND;TZID=UTC:20170214T115000
DTSTAMP:20221002T194418
CREATED:20170213T182201Z
LAST-MODIFIED:20170213T182201Z
UID:3016-1487070000-1487073000@math.unc.edu
SUMMARY:Thomas Duyckaerts (University Paris 13)\, PDE Mini-School
DESCRIPTION:Title: Dynamics of the energy critical wave equations \nAbstract: These lectures concern the energy-critical focusing nonlinear wave equation. It is conjectured that any solution of this equation that is bounded in the energy space is asymptotically the sum of a finite number of decoupled solitons and a radiation term. My goal is to prove this conjecture for radial solutions in space dimension 3 and to give partial results in the general case. \nThis is based on joint works with Hao Jia\, Carlos Kenig and Frank Merle. \nThe lectures will start at an elementary level and will be accessible to non-specialist.
URL:https://math.unc.edu/event/thomas-duyckaerts-university-paris-13-pde-mini-school-3/
CATEGORIES:Featured Event,PDE Mini-school
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