Recent trends in optimal control & partial differential equations

The purpose of this workshop is to gather researchers interested in the study of linear and nonlinear elliptic and parabolic partial differential equations, optimal control theory and the connection between them.

During the conference, we will mainly focus on the following themes: Hamilton-Jacobi equations and viscosity solutions, control of partial differential equations, Mean Field Games, qualitative and quantitative properties of solutions to partial differential equations, such as Liouville theorems, Harnack-type inequalities and maximum principles, driven by (possibly degenerate) elliptic and parabolic, linear and nonlinear, operators.

Moreover, several other directions will be discussed as, for instance, applications to data analysis and social sciences, finance and economics.

Download here the poster of the conference

Link to the official webpage