Friday, 15:45 - 16:10 h, Room: MA 144


Benedict Geihe
A two-scale approach for risk averse shape optimization


We investigate macroscopic geometries with underlying periodic lattices of fine scale structures. These details are supposed to be parametrized via a finite number of parameters over which we optimize. Risk averse stochastic cost functionals are taken into account. We employ a two-scale approach based on boundary elements for the elastic problem on the microscale and finite elements on the macroscale.


Talk 2 of the invited session Fri.3.MA 144
"PDE constrained stochastic optimization" [...]
Cluster 22
"Stochastic optimization" [...]


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