Finite-time dissipative control for singular T–S fuzzy Markovian jump systems under actuator saturation with partly unknown transition rates

In this paper, we consider the problem of the static output feedback control for singular T–S fuzzy Markovian jump system with considering the influence of actuator saturation and partly unknown transition probabilities. Sufficient conditions are obtained to guarantee that the closed-loop is not only finite time bounded but also dissipative. The controller gain and the estimation of the domain of attraction can be solved by solving the linear matrix inequalities based optimization problem. Finally, numerical examples are illustrated for the effectiveness of the proposed method.