报告摘要：
| In this talk, a class of infinite horizon optimal control problems involving nonsmooth cost functionals . The existence of optimal controls is studied for both the convex case and the nonconvex case. The sparsity structure of the optimal controls promoted by the nonsmooth penalties is analyzed. A dynamic programming approach is proposed to numerically approximate the corresponding sparse optimal controllers. This is joint work with Dante Kalise and Karl Kunisch.
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