This work systematically investigates a large number of oscillatory network configurations
that are able to describe many real systems such as electric power grids, lasers or even the …

Generalized synchronization in an array of mutually (bidirectionally) coupled nonidentical
chaotic oscillators is studied. Coupled Lorenz oscillators and coupled Lorenz-Rossler …

At the macroscopic scale, the human brain can be described as a complex network of white
matter tracts integrating grey matter assemblies—the human connectome. The structure of …

The relation between generalized synchronization and phase synchronization is
investigated. It was claimed that generalized synchronization always leads to phase …

There has been a recent resurgence of interest in fisheries recruitment as a dynamic and
complex process that is integrated over several life stages, with a variety of factors acting …

Collective ordering behaviors are typical macroscopic manifestations embedded in complex
systems and can be ubiquitously observed across various physical backgrounds. Elements …

We derive in Gaussian approximation dynamical equations for the first two cumulants of the
mean field fluctuations in a system of globally coupled stochastic phase oscillators. In these …

We consider the dynamics of a lattice of phase oscillators with a nearest-neighbor coupling.
The clustering hierarchy is described for the case of linear distribution of natural frequencies …

Transitions to measure synchronization both in the quasiperiodic and chaotic cases are
investigated based on numerical computation of two coupled φ 4 equations. Some relevant …

Emergence is one of the most essential features of complex systems. This property implies
new collective behaviors due to the interaction and self-organization among elements in the …