Wei Zhou and Bao-Bin Liu
[1] S. S¸ahin and C. Guzelis, “Chaotification of real systems by dynamic state feedback, IEEE Antennas and Propagation Magazine, 52(6), 2010, 222–233. [2] A. Wolf, J.B. Swift, H.L. Swinney, and J.A. Vastano, Determining Lyapunov exponents from a time series, Physica D, 16, 1985, 285–317. [3] T.-G. Gao, Z.-Q. Chen, and Z.-Z. Yuan, Robust finite time synchronization of chaotic systems, ACTA Physica Sinica, 54(6), 2005, 2574–2579 (in Chinese). [4] C.B. Li and J.C. Sprott, Amplitude control approach forchaotic signals, Nonlinear Dynamics, 73(3), 2013, 1335–1341. [5] S.-L. Yan, Synchronous implementation of optoelectronic NOR and XNOR logic gates using parallel synchronization of three chaotic lasers, Chinese Physics B, 23(9), 2014, 138–142. [6] Y. Liu, S. Zhao, and J. Lu, A new fuzzy impulsive control of chaotic systems based on T-S fuzzy model, IEEE Transactions on Fuzzy Systems, 19(2), 2011, 393–398. [7] H.-N. Wu and M.-Z, Bai, Active fault-tolerant fuzzy control design of nonlinear model tracking with application to chaotic systems, IET Control Theory & Applications, 3(6), 2009, 642–653. [8] F. Farivar, M.A. Shoorehdeli, M.A. Nekoui, and M. Teshnehlab, Synchronization of underactuated unknown heavy symmetric chaotic gyroscopes via optimal Gaussian radial basis adaptive variable structure control, IEEE Transactions on Control Systems Technology, 21(6), 2013, 2374–2379. [9] C.B. Li and W. Hu, Synchronization methods and properties of the improved chaotic system with constant Lyapunov exponent spectrum, ACTA Physica Sinica, 59(2), 2010, 801–815 (in Chinese). [10] C. Grebogi, E. Ott, and J.A. Yorke, Unstable periodic orbits and the dimensions of multifractal chaotic attractors, Physical Review A, 37(5), 1988, 1711–1725. [11] L. Guessas and K. Benmahammed, Control law based onbackstepping for controlling Lorenz chaotic system, Controland Intelligent Systems, 37(1), 2009, 10–14. [12] M. Liu, M.-J. Zhang, A.-B. Wang, L.-S. Wang, et al., Generation of ultra-wideband signals by directly current-modulating distributed feedback laser diode subjected to optical feedback, ACTA Physica Sinica, 62(6), 2013, 064209 (in Chinese). [13] C.-S. Shieh, FPGA chip with fuzzy PWM control for syn-chronizing a chaotic system, Control and Intelligent Systems, 40(3), 2012, 144–150. [14] J. Peng and R. Dubay, Nonlinear inversion-based control with adaptive neural network compensation for uncertain MIMO systems, Expert Systems with Applications, 39(9), 2012, 8162–8171. [15] A. Boulkroune, M. Chekireb, M. Tadjine, and S. Bouatmane, An adaptive feedback controller with observer for linearizable chaotic systems, Control and Intelligent Systems, 35(2), 2007, 162–168. [16] Z. Rahmani and M.R. Jahed Motlagh, Adaptive control ofspatiotemporal chaos in coupled map lattices, Chaos, Solitons & Fractals, 41(4), 2009, 1697–1707. [17] Y.-C. Wang, C.-J. Chien, and C.-C. Teng, Direct adaptive iterative learning control of nonlinear systems using an output-recurrent fuzzy neural network, IEEE Transactions on Systems, Man, and Cybernetics-Part B: Cybernetics, 34(3), 2004, 1348–1359. [18] H. Liu, H.-J Yu, and W Xiang, Adaptive fuzzy nonlinearinversion-based control for uncertain chaotic systems, Chinese Physics B, 21(12), 2012, 123–129. [19] Q. Chen, X.M. Ren, and J. Na, Adaptive backstepping control of chaotic system with uncertain parameters, Transactions of Beijing Institute of Technology, 31(2), 2011, 158–162 (in Chinese). [20] H.S. Ke and X.D. Ye, Robust adaptive controller design for a class of nonlinear systems with unknown high frequency gains, Journal of Zhejiang University (SCIENCE A), 7(3), 2006, 315–320. [21] M. Roohi, M.P. Aghababa, and A.R. Haghighi, Switchingadaptive controllers to control fractional-order complex systems with unknown structure and input nonlinearities, Complexity, 20(6), 2014, 1–13. [22] M.P. Aghababa, Design of a chatter-free terminal sliding mode controller for nonlinear fractional-order dynamical systems, International Journal of Control, 86(10), 2013, 1744–1756. [23] T.-G. Gao, Z.-Q. Chen, Z.-Z. Yuan, and Q.-L. Gu, Study on synchronization of chaotic systems based on observer, ACTA Physica Sinica, 53(5), 2004, 1305–1308 (in Chinese). [24] S. Li and Y.-P. Tian, Finite time synchronization of chaotic systems, Chaos Solitons and Fractals, 15(2), 2003, 303–310. [25] G.R. Chen and J.H. Lu, Dynamics of the Lorenz Systems Family: Analysis, Control and Synchronization, 1st ed. (Beijing: Science Press 2003). [26] X.D. Ye, Global adaptive control of nonlinearly parameterized systems, IEEE Transactions on Automatic Control, 48(1), 2003, 169–173. [27] X.D. Ye, Logic-based switching adaptive stabilization of feed-forward nonlinear systems, IEEE Transactions on Automatic Control, 44(11), 1999, 2174–2178. [28] G.L. Cai, Z.M. Tan, and W.H. Zhou, Dynamical analysis of a new chaotic system and its chaotic control, ACTA Physica Sinica, 56(11), 2007, 6230–6237 (in Chinese).
Important Links:
Go Back