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Phys Rev E Stat Nonlin Soft Matter Phys. 2011 Dec;84(6 Pt 2):065101. Epub 2011 Dec 6.

Synchronization waves in geometric networks.

Author information

1
Complex Systems Group, Rey Juan Carlos University, Móstoles E-28999, Madrid, Spain.

Abstract

We report synchronization of networked excitable nodes embedded in a metric space, where the connectivity properties are mostly determined by the distance between units. Such a high clustered structure, combined with the lack of long-range connections, prevents full synchronization and yields instead the emergence of synchronization waves. We show that this regime is optimal for information transmission through the system, as it enhances the options of reconstructing the topology from the dynamics. Measurements of topological and functional centralities reveal that the wave-synchronization state allows detection of the most structurally relevant nodes from a single observation of the dynamics, without any a priori information on the model equations ruling the evolution of the ensemble.

PMID:
22304141
DOI:
10.1103/PhysRevE.84.065101

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