Dynamic output‐feedback control for continuous‐time singular Markovian jump systems.

Summary: This paper considers a dynamic output‐feedback H ∞ control for continuous‐time singular Markovian jump systems, whereas the existing research studies in literature focused on state‐feedback or static output‐feedback H ∞ control. While they have only provided the sufficient conditions, this paper successfully obtains the necessary and sufficient condition for the existence of the dynamic output‐feedback H ∞ control. Furthermore, this condition is expressed with linear matrix inequalities by the so‐called replacement technique. Two numerical examples show the validity of the resulting control. [ABSTRACT FROM AUTHOR]