BBT Seminar: Mean field limits and singular kernels: some recent advances
Date: Tue, Mar 15 2022
Hour: 11:00
Location: Online
Speakers: Didier Bresch
LOCATION: Online
Abstract
In this talk, I will present mathematical justifications for mean field limits with singular nuclei based on the control of appropriate weights. These weights must be dynamic and fully relevant to the problem under consideration. We will explain some recent results obtained with Pierre-Emmanuel Jabin (Penn-State) and initially with Z. Wang (Peking Univ) then in a second time with J. Soler (Granada Univ.) respectively around systems of order 1 and then around systems of order 2. This idea of well-adapted dynamical weights finds for us its origin in a joint work with P.-E. Jabin on compressible Navier-Stokes.
Link to the session:
https://u-bordeaux-fr.zoom.us/j/85496437138
More info at https://sites.google.com/view/apdebilbao/home
Organizers:
Chambury
Confirmed speakers:
Didier Bresch
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