Chaotic dynamics in a class of three dimensional glass networks.
In this paper, we study chaotic dynamics of a class of three-dimensional Glass networks with different decay constants, illustrate how the horseshoe is generated, and present a rigorous computer-assisted verification of chaoticity by virtue of interval analysis and topological horseshoe theory.
Li
Qingdu
Q
Institute for Nonlinear Systems, Chongqing University of Posts and Telecommunications, Chongqing 400065, China. quingdu_li@163.com
Yang
Xiao-Song
XS