Control of reaction-diffusion equation with state constraints -INdAM Workshop

Next Wednesday on July 7th., our team member Domènec Ruiz-Balet from UAM will talk about “Control of reaction-diffusion equation with state constraints” at the INdAM Workshop on Analysis and Numerics of Design, Control and Inverse Problems organized in a mix mode (on site at Rome and online -Zoom/Youtube) on July 1st. to July 7th.

Abstract. The classical controllability theory for parabolic equations does not take into account the fact that specific reaction-diffusion equations make physically sense only if the state is positive or, in case that the solution has to model a proportion,
taking values in [0, 1]. We will discuss controllability properties of equations of the type
//loading,
in a way that the controlled trajectory satisfies 0 ≤ u(x, t) ≤ 1.
The talk will concern the techniques developed in [1,2,3,4] in order to obtain control strategies satisfying the modeling constraints and related phenomenology. Furthermore. some open perspectives will be exposed.

 

ATTENDING THIS EVENT

Wednesday July 7, 2021 at 16:40H (CEST Time)

See this event Live on Youtube!

Check more details at the official page of the event

This INdNAM workshop: “Analysis and Numerics of Design, Control and Inverse Problems” organized by the Scientific Committee by Giuseppe Floridia (Università Mediterranea di Reggio Calabria) in Rome, Italy and Enrique Zuazua (Head of the Chair fur Dynamics, Control and Numerics – Alexander von Humboldt Professorship and  DeustoCCM – Chair of Computational Mathematics), from July 1st. to July 7th., 2021
Mode: On site (Rome) and Online (Zoom & Youtube)

Topics:
-Control of PDEs, Shape Optimization
-Inverse Problems
-Numerical Analysis and Scientific Computing