LAUSR

Abstract In this paper the problem of static output feedback stabilization of continuous-discrete-time 2D systems is considered. We propose its representation in the form of an optimization problem that avoids combinatorial explosion of the problem size as the size of the dynamic system grows. The representation is based upon earlier work that used problem dualization to achieve the same result for 2D systems’ stability criteria. It is compatible with solution methods of varying complexity and power, providing candidates for stabilizing controllers that may then be validated using appropriate criteria.