[1] Bloemen, H.H.J., van den Boom, T.J.J., Verbruggen, H.B., 2001. An Optimization Algorithm Dedicated to a MPC Problem for Discrete Time Bilinear Models. Proceedings of the American Control Conference, Arlington, VA, p.2371-2381.

[2] Clarke, D.W., Mohtadi, C., Tuffs, P.S., 1987. Generalized predictive control—part I. the basic algorithm. Automatica, 23(2):137-148.

[3] Fontes, A.B., Maitelli, A.L., Cavalcanti, A.L.O., 2004. Bilinear Compensed Generalized Predictive Control: An Adaptive Approach. 5th Asian Control Conference, Melbourne, Australia, p.1781-1785.

[4] He, J.C., Yang, M.Y., Yu, L., Chen, G.D., 1999. Predictive control of a class of generalized bilinear systems. Mechatronic Engineering, 16(5):225-226 (in Chinese).

[5] Jin, Y.Y., Gu, X.Y., 1990. Improved generalized predictive control. Information and Control, (3):8-14 (in Chinese).

[6] Lakhdari, Z., Mokhtari, M., Lecluse, Y., Provost, J., 1995. Adaptive Predictive Control of a Class of Nonlinear Systems—A Case Study. IFAC Proceedings: Adaptive Systems in Control and Signal Processing, Budapest, Hungary, p.209-214.

[7] Liu, G.Z., Li, P., 2004. Generalized Predictive Control for a Class of Bilinear Systems. IFAC 7th Symposium on Advanced Control of Chemical Processes, Hong Kong, China, p.952-956.

[8] Peng, H., Ozaki, T., Toyoda, Y., Haggan-Ozaki, V., 2002. Nonlinear Predictive Control Based on a Global Model Identified Off-line. Proceedings of the American Control Conference, Anchorage, AK, p.8-10.

[9] Priestley, M.B., 1980. State dependent models: a general approach to nonlinear time series analysis. Journal of Time Series Analysis, 1:57-71.

[10] Suykens, J.A.K., Vandewalle, J., 1999. Least square support vector machine classifiers. Neural Processing Letters, 9(3):293-300.

[11] Yao, X.Y., Qian, J.X., 1997. Generalized predictive control of algorithm of bilinear system. Journal of Zhejiang University: Engineering Science, 31(2):231-236 (in Chinese).