This paper investigates generalized synchronization of three typical classes of complex dynamical networks: scale-free networks, small-world networks. and interpolating networks. The proposed synchronization strategy is to adjust adaptively a node's coupling strength based oil the node's local generalized synchronization information. By taking the auxiliary-system approach and using the Lyapunov function method, we prove that for any given initial Coupling strengths. the generalized synchronization can take place in complex networks consisting of nonidentical dynamical systems. It is demonstrated that the coupling strengths are affected by topologies of the networks Furthermore, it is found that there are hierarchical features in the proces...
A new adaptive coupling scheme is introduced into chaotic phase synchronization in complex networks....
This book brings together two emerging research areas: synchronization in coupled nonlinear systems ...
This book brings together two emerging research areas: synchronization in coupled nonlinear systems ...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
AbstractThis paper develops a novel definition of generalized synchronization on complex networks co...
This paper investigates the generalized synchronization (GS) of two typical complex dynamical networ...
In the paper, we applied an adaptive principle to three kinds of complex networks as well as a rando...
This paper further investigates and answers two fundamental questions in the complex dynamical netwo...
Synchronization in networks of complex topologies using couplings of time-varying strength is numeri...
Synchronization is an important phenomenon which plays a central role in the function or dysfunction...
We study the dynamics of network-coupled phase oscillators in the presence of coupling frustration. ...
A new adaptive coupling scheme is introduced into chaotic phase synchronization in complex networks....
This book brings together two emerging research areas: synchronization in coupled nonlinear systems ...
This book brings together two emerging research areas: synchronization in coupled nonlinear systems ...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
This paper investigates generalized synchronization of three typical classes of complex dynamical ne...
AbstractThis paper develops a novel definition of generalized synchronization on complex networks co...
This paper investigates the generalized synchronization (GS) of two typical complex dynamical networ...
In the paper, we applied an adaptive principle to three kinds of complex networks as well as a rando...
This paper further investigates and answers two fundamental questions in the complex dynamical netwo...
Synchronization in networks of complex topologies using couplings of time-varying strength is numeri...
Synchronization is an important phenomenon which plays a central role in the function or dysfunction...
We study the dynamics of network-coupled phase oscillators in the presence of coupling frustration. ...
A new adaptive coupling scheme is introduced into chaotic phase synchronization in complex networks....
This book brings together two emerging research areas: synchronization in coupled nonlinear systems ...
This book brings together two emerging research areas: synchronization in coupled nonlinear systems ...