Synchronization in a chaotic neural network
Ioannis M. Kyprianidis, Ioannis N. Stouboulos · 2003
We study the evolution of three identical, resistively coupled, nonlinear and nonautonomous electric circuits from nonsynchronized oscillations to synchronized ones, when they exhibit chaotic behavior. The three circuits form a ring with a neural-type connection. Synchronization is always possible, when the voltage sources of the driven circuits of the network are in phase. If there is a phase difference, then synchronization never occurs.