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The evolution of many physical phenomena could be described by mathematical models based on a set of partial differential equations (PDE). The advantage of such models is that they make it possible to envisage simultaneously controlling an infinity of dynamics. Controlling and stabilizing the physical processes described by PDE systems requires multidisciplinary study and is one of the most in-depth research in recent decades. There are now many techniques for controlling such systems and it is important to study these approaches in relation to complex processes. I have studied such topics related to the control and identification of physical systems described by PDE for many years. The following processes have been investigated more specifically.
Laurent Autrique, LARIS, Polytech’ Angers 62 avenue notre dame du lac, 49000 Angers Phone : +33 244 687 518 | laurent.autrique at univ-angers.fr |
CV LARIS CLUB EEA Polytech'Angers |