Workshop on PDE Constrained Optimization under Uncertainty
and Mean Field Games
PDE constrained optimization under uncertainty is a quickly growing topic of applied mathematics. Researchers from various disciplines approach this topic from different perspectives (e.g. representatives of PDE constrained optimization feeling the need to incorporate uncertain parameters in their models or researchers in stochastic optimization being led to extend their models to infinite-dimensional decisions). The workshop aims at bringing together these communities and discussing new developments in this field.
Invited Speakers
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Organizers
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Support
This workshop benefits from the support of the FMJH Program Gaspard Monge in optimization and operation research (PGMO), from the DFG TRR 154 Mathematical Modelling, Simulation and Optimization Using the Example of Gas Networks, and by the support of the Weierstrass Institute Berlin.