Optimal feedback control for uncertain infinite dimensional dynamic systems determined by differential inclusions
Abstract
In this paper we  consider a class of dynamic systems on infinite dimensional Banach spaces subject to measurement uncertainty modeled by state dependent inclusions. The problem is to find an output feedback control law, an operator valued function, that minimizes the maximum risk. We present a result on the existence of an optimal (output feedback) operator valued function.
Published
2013-05-26
Issue
Section
Articles