Synchronization in a network of connected elements is essential to the proper functioning of
both natural and engineered systems and is thus of increasing interest across disciplines. In …

We introduce an analytical approach that allows predictions and mechanistic insights into
the dynamics of nonlinear oscillator networks with heterogeneous time delays. We …

This perspective reviews the subject of synchronization in networks of coupled non-phase
oscillators in the presence of parametric mismatches. We first discuss the case of small …

Synchronization in microstructures has been widely investigated because of its rich
dynamics and promising applications. Most investigations are devoted to revealing the basic …

Symmetries naturally occur in real-world networks and can significantly influence the
observed dynamics. For instance, many synchronization patterns result from the underlying …

Abstract Systems that synchronize in nature are intrinsically different from one another, with
possibly large differences from system to system. While a vast part of the literature has …

Achieving synchronization in coupled non-identical chaotic systems has been a difficult
endeavor, and improving the stability of synchronization in such systems poses additional …

The master stability function is a robust and useful tool for determining the conditions of
synchronization stability in a network of coupled systems. While a comprehensive …

A wide variety of engineered and natural systems are modeled as networks of coupled
nonlinear oscillators. In nature, the intrinsic frequencies of these oscillators are not constant …

A multiplex network of identical dynamical units becomes resilient against parameter
perturbation by adding selective linear diffusive cross-coupling links. A parameter drift at any …