The stability of the state of motion in which a collection of coupled oscillators are in identical
synchrony is often a primary and crucial issue. When synchronization stability is needed for …

We show that many coupled oscillator array configurations considered in the literature can
be put into a simple form so that determining the stability of the synchronous state can be …

The field of chaotic synchronization has grown considerably since its advent in 1990.
Several subdisciplines and “cottage industries” have emerged that have taken on bona fide …

In this work control theory is used to formalize hyperchaos synchronization as a nonlinear
observer design issue. Following this approach, a new systematic tool to synchronize a …

Many coupling schemes for both limit-cycle and chaotic systems involve adding linear
combinations of dynamical variables from various oscillators in an array of identical …

Based on the Lyapunov stabilization theory and Gerschgorin theorem, a simple generic
criterion is derived for global synchronization of two coupled chaotic systems with a …

We show that the stability surface that governs the synchronization of a large class of arrays
of identical oscillators can be probed with a simple array of just three identical oscillators …

Based on a suitable separation of systems, Lyapunov stability theory and matrix measure,
the complete synchronization and anti-synchronization for chaotic systems is investigated …

This paper aims to investigate the synchronization control of a class of discontinuous fuzzy
Cohen-Grossberg neural networks (DFCGNNs) with uncertain external perturbations and …

The chaotic synchronization of third-order systems and second-order driven oscillator is
studied in this paper. Such a problem is related to synchronization of strictly different chaotic …