Ronghao Wang, Jianchun Xing, Chuan Zhou, and Ping Wang
[1] P. Varaiya, Smart cars on smart roads: problems of control,IEEE Transactions on Automatic Control, 38(2), 1993, 195–207. [2] W. Wang and R.W. Brockett, Systems with finite communi-cation bandwidth constraints – part I: state estimation prob-lems, IEEE Transactions on Automatic Control, 42(9), 1997,1294–1299. [3] C. Tomlin, G.J. Pappas, and S. Sastry, Conflict resolutionfor air traffic management: a study in multi-agent hybridsystems, IEEE Transactions on Automatic Control, 43(4),1998, 509–521. [4] D. Liberzon and A.S. Morse, Basic problems in stability anddesign of switched systems, IEEE Control Systems Magazine,19(5), 1999, 59–70. [5] J. Zhao and J.H. Davied, Vector L2-gain and stability offeedback switched systems, Automatica, 45(7), 2009, 1703–1707. [6] X.M. Sun, J. Zhao, and J.H. David, Stability and L2-gain anal-ysis for switched delay systems: A delay-dependent method,Automatica, 42(10), 2006, 1769–1774. [7] M.S. Branicky, Multiple Lyapunov functions and other analysistools for switched and hybrid systems, IEEE Transaction onAutomatic Control, 43(4), 1998, 475–482. [8] Y.G. Sun, L. Wang, and G.M. Xie, Stability of switchedsystems with time varying delays: Delay-dependent commonLyapunov functional approach, American Control Conference,2006, 1544–1549. [9] G. Zhai, B. Hu, K. Yasuda, and A.N. Michel, Stability analysisof switched systems with stable and unstable subsystems: Anaverage dwell time approach, Proceedings of the AmericanControl Conference, 2000, 200–204. [10] J.P. Hespanha, D. Liberzon, and A.S. Morse, Stability ofswitched systems with average dwell time, Proc. 38th Conf.on Decision and Control, 1999, 2655–2660. [11] F.Z. Gao and F.S. Yuan, Finite-time stabilization for a class ofstochastic nonlinear systems, Control and Intelligent Systems,41(2), 2013, 71–77. [12] F.Z. Gao and F.S. Yuan, Finite-time stabilization of nonholo-nomic systems via networked feedback, Control and IntelligentSystems, 40(3), 2012, 186–191. [13] W.M. Xiang, J. Xiao, and C.Y. Xiao, Finite-time stabilityanalysis for switched linear systems, Chinese Control andDecision Conference, 2011, 3115–3120. [14] X.Z. Lin, H.B. Du, and S.H. Li, Set Finite-time stability ofa class of switched systems, Proc. 8th World Congress onIntelligent Control and Automation, 2010, 7073–7078. [15] W.M. Xiang, J. Xiao, and C.Y. Xiao, On finite-time stabilityand stabilization for switched discrete linear systems, Controland Intelligent Systems, 39(2), 2011, 122–128. [16] H. Liu, Y. Shen, and X.D. Zhao, Delay-dependent observer-based H∞ finite-time control for switched systems with time-varying delay, Nonlinear Analysis: Hybrid Systems, 6(3), 2012,885–898. [17] E.A. Yazdi and R. Nagamune, Robust finite-time tracking withswitched controllers, Control and Intelligent Systems, 40(3),2012, 169–176. [18] S. Gao and X.L. Zhang, Fault-tolerant control with finite-time stability for switched linear systems, 6th Int. Conf. onComputer Science & Education, 2011, 923–927. [19] L.X. Zhang, H.J. Gao, and O. Kaynak, Network-inducedconstraints in networked control system – a survey, IEEETransactions on Industrial Informatics, 9(1), 2013, 403–416. [20] L.X. Zhang, H∞ estimation for piecewise homogeneous Markovjump linear systems, Automatica, 45(11), 2009, 2570–2576. [21] L.X. Zhang and J. Lam, Necessary and sufficient conditionsfor analysis and synthesis of Markov jump linear systemswith incomplete transition descriptions, IEEE Transactions onAutomatic Control, 55(7), 2010, 1695–1701. [22] S. Xu and J. Lam, Robust stability and stabilization ofdiscrete singular systems: an equivalent characterization, IEEETransactions on Automatic Control, 49(4), 2004, 568–574. [23] D. Liberzon, Switching in systems and control (Birkhaauser:Boston, MA, 2003). [24] X. Lin, H. Du, and S. Li, Finite-time boundedness and L2-gain analysis for switched delay systems with norm-boundeddisturbance, Applied Mathematics and Computation, 217(12),2011, 5982–5993. [25] B. Yao and F.Z. Wang, LMI approach to reliable H∞ control oflinear systems, Journal of Systems Engineering and Electronics,17(2), 2006, 381–386. [26] Z.R. Xiang and R.H. Wang, Robust stabilization of switchednon-linear systems with time-varying delays under asyn-chronous switching, Proc. IMechE Part I: J. Systems andControl Engineering, 223(8), 2009, 1111–1128. [27] X.Z. Jin, Robust adaptive switching fault-tolerant control of aclass of uncertain systems against actuator faults, MathematicalProblems in Engineering, 2013, 2013, 1–9.266
Important Links:
Go Back