In this paper, inspired by the idea that different nodes should play different roles in network synchronization, we bring forward a coupling method where the coupling strength of each node depends on its neighbors' degrees. Compared with the uniform coupled method and the recently proposed Motter-Zhou-Kurths method, the synchronizability of scale-free networks can be remarkably enhanced by using the present coupling method, and the highest network synchronizability is achieved at β=1 which is similar to a method introduced in [AIP Conf. Proc. 776, 201 (2005)]
Synchronization of a complex network with switched coupling is considered. In particular, we establi...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper presents a novel approach to (controlled) synchronization of networked nonlinear systems....
Synchronization stability in complex networks is a topic of theoretical interest and practical impor...
Synchronization stability in complex networks is a topic of theoretical interest and practical impor...
Many engineered and natural systems are modeled as networks of coupled systems. Synchronization is o...
This paper proposes a design methodology of nonlinear coupling functions for guaranteed network sync...
In the paper, we applied an adaptive principle to three kinds of complex networks as well as a rando...
In this letter, a model for growing highly synchronizable networks is introduced. The model is based...
In this Letter we identify the general rules that determine the synchronization properties of interc...
Heterogeneity in the degree (connectivity) distribution has been shown to suppress synchronization i...
Dynamical networks with diffusive couplings are investigated from the point of view of synchronizabi...
In this paper, we investigate the synchronizability of two-layer networks according to the...
Based on the master stability function method, some theoretical results are derived for the synchron...
Using spectral graph theory and especially its graph comparison techniques, we propose new methodolo...
Synchronization of a complex network with switched coupling is considered. In particular, we establi...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper presents a novel approach to (controlled) synchronization of networked nonlinear systems....
Synchronization stability in complex networks is a topic of theoretical interest and practical impor...
Synchronization stability in complex networks is a topic of theoretical interest and practical impor...
Many engineered and natural systems are modeled as networks of coupled systems. Synchronization is o...
This paper proposes a design methodology of nonlinear coupling functions for guaranteed network sync...
In the paper, we applied an adaptive principle to three kinds of complex networks as well as a rando...
In this letter, a model for growing highly synchronizable networks is introduced. The model is based...
In this Letter we identify the general rules that determine the synchronization properties of interc...
Heterogeneity in the degree (connectivity) distribution has been shown to suppress synchronization i...
Dynamical networks with diffusive couplings are investigated from the point of view of synchronizabi...
In this paper, we investigate the synchronizability of two-layer networks according to the...
Based on the master stability function method, some theoretical results are derived for the synchron...
Using spectral graph theory and especially its graph comparison techniques, we propose new methodolo...
Synchronization of a complex network with switched coupling is considered. In particular, we establi...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper presents a novel approach to (controlled) synchronization of networked nonlinear systems....