Consider the following two spatially generalized Logistic systems:
xm+1,n+ωxm,n+1=1−μ1[(1+ω)xmn]2
and
ym+1,n+ωym,n+1=1−μ2[(1+ω)ymn]2,
where ω is a real constant, and μ
1 and μ
2 are two real parameters. An analytical method is introduced for generalized synchronization of these two spatially chaotic systems, and a range of the coupling constant is specified for the generalized synchronization. Moreover, a nonlinear function is characterized for synchronization stability of the two coupled systems.
Discussion(0)
No comments yet. Be the first to comment.