LIAN Lian, GAO Xian-wen, QI Wen-hai. Resilient Controller for Markov Switching Systems Under Generally Uncertain Transition Rate[J]. Journal of Northeastern University Natural Science, 2017, 38(4): 457-461.
[1]Boukas E K.Stochastic switching systems:analysis and design[M].Berlin:Birkhauser,2005. [2]Chen W H,Xu J X,Guan Z H.Guaranteed cost control for uncertain Markovian jump systems with mode-dependent time-delays[J].IEEE Transactions on Automatic Control,2003,48(12):2270-2277. [3]Mao X R.Stability of stochastic differential equations with Markovian switching[J].Stochastic Process and Their Applications,1999,79(1):45-67. [4]Fei Z Y,Gao H J,Shi P.New results on stabilization of Markovian jump systems with time delay[J].Automatica, 2009,45(10):2300-2306. [5]Wu L G,Shi P,Gao H J.State estimation and sliding-mode control of Markovian jump singular systems[J].IEEE Transactions on Automatic Control,2010,55(5):1213-1219. [6]Zhang L X,Boukas E K.Stability and stabilization for Markovian jump linear systems with partly unknown transition probabilities[J].Automatica,2009,45(2):463-468. [7]Wang Y,Sun Y,Zuo Z,et al.Robust H-infinity control of discrete-time Markovian jump systems in the presence of incomplete knowledge of transition probabilities and saturating actuator[J].International Journal of Robust and Nonlinear Control, 2012,22(15):1753-1764. [8]Ding Y C,Zhu H,Zhong S M,et al.H-infinity filtering for stochastic systems with Markvian switching and partly unknown transition probabilities[J].Circuits,Systems,and Signal Processing,2013,32(2):559-583. [9]Zhao X D,Zeng Q S.Delay-dependent H-infinity performance analysis for Markovian jump systems with mode-dependent time varying delays and partially known transition rates[J].International Journal of Control Automation and Systems,2010,8(2):482-489. [10]Kao Y G,Xie J,Wang C H.Stabilization of singular Markovian jump systems with generally uncertain transition rates[J].Applied Mathematics and Computation, 2014,245(9):243-254. [11]Kao Y G,Wang C H,Xie J.New delay-dependent stability of Markovian jump neutral stochastic systems with general unknown transition rates[J].International Journal of Systems Science, 2015,47(1):1-11. [12]Gao X W,Lian L,Qi W H.Finite-time dissipativity analysis and design for stochastic Markovian jump systems with generally uncertain transition rates and time-varying delay [J].Transactions of the Institute of Measurement and Control, 2015,doi:10.1177/0142331215620465. [13]Kao Y G,Xie J,Wang C H.Stabilisation of singular Markovian jump systems with generally uncertain transition rates[J]. IEEE Transactions on Automatic Control,2015,59 (9):2604-2610. [14]Zhang M S.Robust stabilization for uncertain stochastic multiple time-delay systems with actuator saturation:an LMI approach[J].Procedia Engineering,2012,29:935-939. [15]Wu Z G,Shi P,Su H Y.Stochastic synchronization of Markovian jump neural networks with time-varying delay using sampled-data[J].IEEE Transactions on Cybernetics,2013,43(6):1796-1806, [16]Ma Y H,Yan H J.Delay-dependent non-fragile robust dissipative filtering for uncertain nonlinear stochastic singular time-delay systems with Markovian jump parameters[J].Advances in Difference Equations, 2013,2013(1):135-154. [17]Gao X W,Lian L,Qi W H.H-infinity control for stochastic time-delayed Markovian switching systems with partly known transition rates and input saturation[J].International Journal of Control,Automation and Systems, 2016,14(3):637-646. [18]Ji K,Wei D.Resilient control for wireless networked control systems [J].International Journal of Control,Automation and Systems,2011,9(2):285-293. [19]Hu Y,Li J S,Holloway L E.Resilient control for serial manufacturing networks with advance notice of disruptions[J]. IEEE Transactions on Systems,Man and Cybernetics:Systems,2013,43(1):98-114.