Extended dissipativity-based non-fragile sampled-data control of fuzzy Markovian jump systems with incomplete transition rates (Q2180700)

In this article, the problem of extended dissipativity-based non-fragile sampled-data control for sampled-data fuzzy Markovian jump systems with incomplete transition rates is solved. By constructing a looped Lyapunov function dependent on the information on the sampling interval, meanwhile, using free-weighting matrix technique, some sufficient conditions have been obtained, which guarantees the stochastically stable and extended dissipative of the considered system. Then, on the basis of these conditions, two form of non-fragile mode-dependent sampled-data state feedback controllers are designed. Finally, an example is offered to demonstrate the feasibility of the design method.