The interactions of units embedded in a complex network are modeled here taking into account not only the direct links among them, but also the indirect interaction between distant nodes. We propose a new framework combining the features of network topology with these long-range interactions by applying the concept of d-path Laplacian matrices, and study synchronization of a network of chaotic units. The main effect of considering this new type of interactions is an improvement in synchronization as it can be achieved even in networks originally not synchronizable.
Synchronization in networks of Rössler oscillators with long-range interactions
Gambuzza L. V.;Frasca M.
2018-01-01
Abstract
The interactions of units embedded in a complex network are modeled here taking into account not only the direct links among them, but also the indirect interaction between distant nodes. We propose a new framework combining the features of network topology with these long-range interactions by applying the concept of d-path Laplacian matrices, and study synchronization of a network of chaotic units. The main effect of considering this new type of interactions is an improvement in synchronization as it can be achieved even in networks originally not synchronizable.File in questo prodotto:
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