Yang Su, Kok K. Tan, and Tong H. Lee


  1. [1] J.B. Rawlings and D.Q. Mayne, Model predictive control:theory and design (Madison, WI: Nob Hill Publishing, 2009).
  2. [2] E.F. Camacho and C. Bordons, Model predictive control, 2nd ed.(London: Springer, 2007).
  3. [3] D.Q. Mayne, J.B. Rawlings, C.V. Rao, and P.O.M. Scokaert,Constrained model predictive control: stability and optimality,Automatica, 36(6), 2000, 789–814.
  4. [4] C. Xiang, L. Cao, Q.-G. Wang, and T.H. Lee, General frame-work for delay compensation for input delay systems via pre-dictive control design, Control and Intelligent Systems, 39(2),2011, 1.
  5. [5] G. Betti, M. Farina, and R. Scattolini, A robust MPC algorithmfor offset-free tracking of constant reference signals, IEEETransactions on Automatic Control, 58(9), 2013, 2394–2400.
  6. [6] U. Mader, F. Borrelli, and M. Morari, Linear offset-free modelpredictive control, Automatica, 45(10), 2009, 2214–2222.
  7. [7] P. Bostjan and G. Samo, Implementation of tracking multi-parametric predictive controller, Proceedings of the 9th Inter-national PhD Workshop on Systems and Control, October 1–3,(Izola, Simonov Zaliv, Slovenia: Young Generation Viewpoint,2008).
  8. [8] K.R. Muske and T.A. Badgwell, Disturbance modelling foroffset-free linear model predictive control, Journal of ProcessControl, 12(5), 2002, 617–632.
  9. [9] G. Pannocchia and J.B. Rawlings, Disturbances models foroffset-free model predictive control, AICHE Journal, 49(2),2003, 426–437.
  10. [10] V. Sakizlis, N.M.P. Kakalis, V. Dua, J.D. Perkins, and E.N. Pis-tikopoulos, Design of robust model-based tracking controllersvia parametric programming, IEEE International Symposiumon Computer Aided Control System Design, 2002, 151–156.
  11. [11] L. Magni and R. Scattolini, Tracking of non-square nonlin-ear continuous time systems with piecewise constant modelpredictive control, Journal of Process Control, 17(8), 2007,631–640.
  12. [12] S. Aghaee, Y. Zakeri, and F. Sheikholeslam, Offset-free controlof constrained linear systems using model predictive control,IEEE International Symposium on Industrial Electronics, 2008,973–979.
  13. [13] K.K. Tan, S.N. Huang, and T.H. Lee, Learning-enhanced gen-eralized predictive control for systems with periodic distur-bances, Control and Intelligent Systems, 34(1), 2006, 22–29.
  14. [14] U. Mader and M. Morari, Offset-free reference tracking withmodel predictive control, Automatica, 46(9), 2010, 1469–1476.
  15. [15] B.A. Francis and W.M. Wonham, The internal model principleof control theory, Automatica, 12(5), 1976, 457–465.
  16. [16] T. Kailath, Linear system (New Jersey: Prentice Hall, 1980).
  17. [17] D. Limon, I. Alvarado, T. Alamo, and E.F. Camacho, MPC fortracking piecewise constant references for constrained linearsystems, Automatica, 44(9), 2008, 2382–2387.
  18. [18] E.G. Gilbert and K.T. Tan, Linear systems with state andcontrol constraints: the theory and application of maximal out-put admissible sets, IEEE Transactions on Automatic Control,36(9), 1991, 1008–1020.
  19. [19] P.J. Goulart, E.C. Kerrigan, and T. Alamo, Control of con-strained discrete-time systems with bounded l2 gain, IEEETransactions on Automatic Control, 54(5), 2010, 1105–1111.
  20. [20] D.Q. Mayne, S.V. Rakovic, R. Findeisen, and F. Allgower,Robust output feedback model predictive control of constrainedlinear systems, Automatica, 42(7), 2006, 1217–1222.
  21. [21] E.G. Gilbert and C.J. Ong, Constrained linear systems withhard constraints and disturbances: an extended commandgovernor with large domain of attraction, Automatica, 47(2),2011, 334–340.
  22. [22] B.W. Bequette, Non-linear model predictive control: a personalretrospective, Canadian Journal of Chemical Engineering,85(4), 2007, 408–415.
  23. [23] L. Magni, G. De Nicolao, L. Magnani, and R. Scattolini,A stabilizing model-based predictive control algorithm fornonlinear systems, Automatica, 37(9), 2001, 1351–1362.252

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