Volume 89, Issue 28
31 December 2002
On the Cover
Representation of the coupling matrices (a & d) and their "wavelet transforms" (b & c) for a system of 64 chaotic oscillators. A wavelet-decomposition approach is used to transform the initial "nearest-neighbor" matrix (a) into a more complex form (d); this method could provide an efficient new strategy for the control of chaos.
From the article:
Tailoring Wavelets for Chaos Control
G. W. Wei, Meng Zhan, and C.-H. Lai
Phys. Rev. Lett. 89, 284103 (2002)