Seminar (DeustoCCM)

In this seminar, we present some results for the insensitizing control problem in the discrete setting of finite-differences. We prove the existence of a control that insensitizes the norm of the observed solution of a 1-D heat equation...

Optimal control is a fundamental problem in control theory, but, is still an obstacle in nonlinear control since one has to deal with so-called Hamilton-Jacobi equation (HJE)...

Many biochemical reactions involve a stream of chemical reactants flowing through a fluid-filled volume, over a surface to which receptors are confined...

The seminar will be devoted to the so called "Turnpike Property" in Optimal Control Theory, i.e. we will show the convergence of Non-Stationary Optimal Control Problems to the corresponding Stationary one as the time horizon T tends to infinity...

Can the heat dynamics be controlled under a positivity constraint on the state, requiring that the state remains non-negative all along the time dependent trajectory?...