[ L J, Zhou T, Zhang S. Chaos synchron ization between linear ly coup led chao tic system s[ J]. Chao s, So litons and Fractals, 2002, 14( 4): 529-541.
M in Fuhong, W ang Zh iquan. Coupled synchron ization of the un ified chaotic sy stem [ J]. Acta Physica S in ica, 2005, 54( 9): 4 026-4 030.
[4]
[ Zhou J, Lu J A, W u X Q. L inearly and nonlinea rly b id irectiona lly coupled synchron ization of hyperchaotic system s[ J] . Chaos, Solitions and Fracta ls, 2007, 31( 1): 230-235.
[5]
[ Ba i EW, Lonng ren K E. Synchron iza tion o f tw o Lo renz system s us ing ac tive contro l[ J]. Chaos, So litons and Fracta ls, 1997, 8( 1): 51-58.
[6]
[ Le iYM, XuW, ZhengH C. Synchron ization o f two chaotic non linear gy ros using ac tive contro l[ J] . Physics Letters A, 2005, 343( 2): 153-158.
[7]
[ YassenM T. Adaptive chaos con tro l and synchron ization fo r uncerta in new chao tic dynam ical system [ J] . Physics Letters A, 2006, 350( 1): 36-43.
[8]
[ Zhang H G, H uangW, W ang Z L, e t a.l Adaptive synchon ization between tw o d ifferent chao tic system s w ith unknown paramete rs[ J]. Physics Letters A, 2006, 350( 5): 363-366.
[9]
[ L iY, L iao X F, L i C D, et a.l Im pu lsive contro l for synchroniza tion of a nonlinear Rossle r’ s chaotic system s[ J]. Ch in Phys, 2006, 15( 12): 2 883-2 889.
[10]
[ Yang ZH, Yao Q H. S tudy on a new estim ation m ethod of the largest Lyapunov exponent of chao tic sy stem s[ J]. Com puting Techno logy and Automa tion, 2005, 24( 1): 31-33.
[11]
[ L iY X, Tang S, Chen G R. Generating hyperchaos v ia state feedback con tro l[ J]. In t J B ifurcat Chaos, 2005, 15 ( 10): 3 367-3 375.
[12]
[ W ang J Z, Chen Z Q, Yuan Z Z. The gene ration o f a hyperchao tic system based on a th ree dim ensional autonom ous chao tic sy stem [ J]. Ch inese Phy sics, 2006, 15( 6) : 1 216-1 225.
[13]
[ Pecora L M, CarrollT L. Synchron ization in chao tic sy stem s[ J]. Phys Rev Lett, 1990, 64( 8): 821-824.
[14]
[ Pa rk J H. Stability cr iter ion for synchron ization of linearly coupled un ified chaotic system s[ J] . Chaos, So litons and Fracta ls, 2005, 23( 5): 1 319-1 325.
[15]
[ L iD M, Lu JA, Xu X Q. Linear ly coupled synchron ization o f the un ified chao tic system s and theLorenz system s[ J]. Chaos, So litons and Fractals, 2005, 23( 1) : 79-85.
