Partial differential equations (PDE`s) and related control theory
Nonlinear PDE`s. Optimization theory. Calculus of Variations. Control Theory of PDE`s.
Boundary stabilization, controllability problems for (linear and nonlinear) parabolic and hyperbolic PDE`s. Riccati and HJ equations.
Mathematical control of systems arising in nonlinear PDE`s. Noise control, structural acoustic problems, thermoelastic systems and more generally interactive structures.
Dynamical systems. Nonlinear dissipative systems. Atractors, Inertial manifolds for PDE`s.
Numerical analysis related to control problems governed by PDE`s