NAMColloquium Homogenization and mean-field limits of transport costs |  |
Speaker:Dr. Peter Gladbach, Universität Bonn
Organizer:Institut für Numerische und Angewandte Mathematik
Details:
We treat the limits, in terms of Gamma-convergence, of several discrete dynamic transport costs. The first concerns Wasserstein-type transport actions on stationary random graphs, for which we use stochastic homogenization and geometric measure theory to find a continuous limit functional. (joint work with Lorenzo Portinale and Jan Maas)
The second treats interacting particles with different origins and destinations, which will develop coordinated oscillations in order to minimize a common functional. We show Gamma-convergence as the number of particles tends to infinifty, and that minimizers converge to solutions of a Vlasov equation. (joint work with Bernhard Kepka)
The second treats interacting particles with different origins and destinations, which will develop coordinated oscillations in order to minimize a common functional. We show Gamma-convergence as the number of particles tends to infinifty, and that minimizers converge to solutions of a Vlasov equation. (joint work with Bernhard Kepka)
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Type:Colloquium
Language:English
Category:Research
Host:Prof. Dr. Max Wardetzky
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Direct link to event:https://events.goettingen-campus.de/event?eventId=5209916
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