RICH OSCILLATION PATTERNS IN A SIMPLE DISCRETE-TIME DELAYED NEURON NETWORK AND ITS LINEAR CONTROL
Guanghui Wang, Mingshu Peng · International Journal of Bifurcation and Chaos · 2009
In this paper, a well-known multistability phenomenon is discovered and observed in two-parameter families of nonlinear discrete-time neuron networks. A specific strategy of controlling multistability (multiple oscillation patterns) to unimode oscillation pattern (synchronization) by linear asymmetric diffusion coupling is proposed and the numerical simulation provides solid evidence for its effectiveness.