I Workshop on Optimal Control and Sweeping Processes

On the rate of convergence for first-order singular perturbation problems

1 juil. 2024, 11:45

45m

XR 201, XLIM Building (XLIM, University of Limoges, Faculty of Sciences and Techniques)

Orateur

Cristian Mendico (Università degli studi di Roma Tor Vergata)

Description

In this talk we will present some recent results obtained in collaboration with P. Cannarsa on the rate of convergence for first-order singular perturbation problems. Such a problem concerns the analysis of systems where some state variables evolve at a much faster time scale and the limit leads to the elimination of such fast variables. We will, in particular, focus the attention to the application to differential games and mean field games.
Work in memory of Maurizio Falcone.