Maximally synchronizable networks (MSNs) are acyclic directed networks that maximize synchronizability. In this paper, we investigate the feasibility of transforming networks of coupled oscillators into their corresponding MSNs. By tuning the weights of any given network so as to reach the lowest possible eigenratio lambdaN/lambda2, the synchronized state is guaranteed to be maintained across the longest possible range of coupling strengths. We check the robustness of the resulting MSNs with an experimental implementation of a network of nonlinear electronic oscillators and study the propagation of the synchronization errors through the network. Importantly, a method to study the effects of topological uncertainties on the synchronizability...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
Maximally synchronizable networks (MSNs) are acyclic directed networks that maximize synchronizabili...
Synchronization processes in populations of identical networked oscillators are the focus of intense...
Synchronization processes in populations of identical networked oscillators are the focus of intense...
Synchronization processes in populations of identical networked oscillators are the focus of intense...
We study optimal synchronization of networks of coupled phase oscillators. We extend previous theory...
We study optimal synchronization of networks of coupled phase oscillators. We extend previous theory...
peer-reviewedSynchronization is an important behavior that characterizes many natural and human made...
The effects of white noise and global coupling strength on the maximum degree of synchronization in ...
We propose a method for determining the range of the coupling parameter for which the network of sli...
We provide a rigorous solution to the problem of constructing a structural evolution for a network o...
The structure of many real-world systems is best captured by networks consisting of several interact...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
Maximally synchronizable networks (MSNs) are acyclic directed networks that maximize synchronizabili...
Synchronization processes in populations of identical networked oscillators are the focus of intense...
Synchronization processes in populations of identical networked oscillators are the focus of intense...
Synchronization processes in populations of identical networked oscillators are the focus of intense...
We study optimal synchronization of networks of coupled phase oscillators. We extend previous theory...
We study optimal synchronization of networks of coupled phase oscillators. We extend previous theory...
peer-reviewedSynchronization is an important behavior that characterizes many natural and human made...
The effects of white noise and global coupling strength on the maximum degree of synchronization in ...
We propose a method for determining the range of the coupling parameter for which the network of sli...
We provide a rigorous solution to the problem of constructing a structural evolution for a network o...
The structure of many real-world systems is best captured by networks consisting of several interact...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...
We consider the synchronization problem of an arbitrary number of coupled nonlinear oscillators with...