Finite-time stabilization of stochastic systems with time-delay
Speaker: T Saravanakumar

Time: 9h30, Tuesday, June 9, 2020


Location: Room 512, Building A6, Institute of Mathematics

Abstract: This work addresses the problem of extended-dissipative finite-time reliable control of switched stochastic model with nondeterministic actuator faults, time-delay, sampled-data scheme, saturation nonlinearity, and stochastic uncertainties, where the actuator faults obey certain probabilistic distribution. The importance of this talk is to develop a stochastic fault-tolerant sampled-data controller under actuator saturation nonlinearity such that the considered stochastic switched model is stochastically stable and obeys a dissipative performance in the finite-time interval.