Special Session 142: Recent developments for PDE constrained shape and topological optimization and their applications

Convergence of thresholding schemes
Idriss Mazari-Fouquer
CEREMADE, Paris Dauphine University PSL
France
Co-Author(s):    A. Chambolle, Y. Privat
Abstract:
We will give an overview of recent progress in the study of quantitative inequalities for optimal control problems. In particular, we will show how they can be used to obtain convergence results for thresholding schemes, which are of great importance in the simulation of optimal control problems. This is a joint work with A. Chambolle and Y. Privat.