We study cluster synchronization in networks with symmetries in the presence of small generic parametric mismatches of two different types: mismatches affecting the dynamics of the individual uncoupled systems and mismatches affecting the network couplings. We perform a stability analysis of the nearly synchronous cluster synchronization solution and reduce the stability problem to a lowdimensional form. We also show how under certain conditions the low dimensional analysis can be used to predict the overall synchronization error, i.e., how close the individual nearly synchronous trajectories are to each other
The cluster synchronization problem is investigated using intermittent pinning control for the inter...
In this letter, we perform a sensitivity analysis on the master stability function approach for the ...
A broad class of natural and man-made systems exhibits rich patterns of cluster synchronization in h...
Real-world systems in epidemiology, social sciences, power transportation, economics and engineering...
Synchronization is of central importance in power distribution, telecommunication, neuronal and bio...
Networks of coupled systems may exhibit a form of incomplete synchronization called partial synchron...
A system of many coupled oscillators on a network can show multicluster synchronization. We obtain e...
Synchronization is an important and prevalent phenomenon in natural and engineered systems. In many ...
A new form of cluster synchronization is explored in cellular arrays of chaotic oscillators. Previou...
The interplay between the structure of a networked system and the dynamics of its constituent elemen...
A system of many coupled oscillators on a network can show multicluster synchronization. We obtain e...
The cluster synchronization of linearly coupled complex networks with identical and nonidentical nod...
Abstract—The stability of synchronization state in networks of oscillators are studied under the ass...
In this paper, we study cluster synchronization in general bi-directed networks of nonidentical clus...
Abstract—In this study, we investigate synchronization of parametrically excited van der Pol oscilla...
The cluster synchronization problem is investigated using intermittent pinning control for the inter...
In this letter, we perform a sensitivity analysis on the master stability function approach for the ...
A broad class of natural and man-made systems exhibits rich patterns of cluster synchronization in h...
Real-world systems in epidemiology, social sciences, power transportation, economics and engineering...
Synchronization is of central importance in power distribution, telecommunication, neuronal and bio...
Networks of coupled systems may exhibit a form of incomplete synchronization called partial synchron...
A system of many coupled oscillators on a network can show multicluster synchronization. We obtain e...
Synchronization is an important and prevalent phenomenon in natural and engineered systems. In many ...
A new form of cluster synchronization is explored in cellular arrays of chaotic oscillators. Previou...
The interplay between the structure of a networked system and the dynamics of its constituent elemen...
A system of many coupled oscillators on a network can show multicluster synchronization. We obtain e...
The cluster synchronization of linearly coupled complex networks with identical and nonidentical nod...
Abstract—The stability of synchronization state in networks of oscillators are studied under the ass...
In this paper, we study cluster synchronization in general bi-directed networks of nonidentical clus...
Abstract—In this study, we investigate synchronization of parametrically excited van der Pol oscilla...
The cluster synchronization problem is investigated using intermittent pinning control for the inter...
In this letter, we perform a sensitivity analysis on the master stability function approach for the ...
A broad class of natural and man-made systems exhibits rich patterns of cluster synchronization in h...