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Sinchronization in complex networks

Albert Díaz-Guilera

Complexity is usually understood as the emergence of nontrivial collective behaviors from the dynamical evolution of simple units that are interconnected. Synchronization corresponds to a global behavior of a population of individual oscillators. We have basically analyzed the influence of the topological features of complex networks in the dynamical properties of the system.



Relevant references

Synchronization in Dynamical Networks of Locally Coupled Self-Propelled Oscillators

Demian Levis, Ignacio Pagonabarraga, and Albert Díaz-Guilera
Phys. Rev. X (2017)

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Chimera-like states in modular neural networks

Johanne Hizanidis, Nikos E. Kouvaris, Gorka Zamora-López, Albert Díaz-Guilera & Chris G. Antonopoulos
Scientific Reports (2016)

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Synchronization of mobile chaotic oscillator networks

N. Fujiwara, J. Kurths, A. Diaz-Guilera
Chaos (2016)

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Self-Organized Stationary Patterns in Networks of Bistable Chemical Reactions

Nikos E. Kouvaris, Michael Sebek, Alexander S. Mikhailov and Istvan Z. Kiss
Angewandte Chemie International Edition (2016)

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Chimera states in a network-organized public goods game with mutations

Nikos E. Kouvaris, Ruben J. Requejo, Johanne Hizanidis and Albert Diaz-Guilera
Chaos (2016)

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Remote Synchronization Reveals Network Symmetries and Functional Modules

Vincenzo Nicosia, Miguel Valencia, Mario Chavez, Albert Diaz-Guilera, Vito Latora,
PHYSICAL REVIEW LETTERS (2013)

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Tuning Synchronization of Integrate-and-Fire Oscillators through Mobility

L. Prignano, O. Sagarra, Albert Diaz-Guilera,
PHYSICAL REVIEW LETTERS (2013)

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How Does Network Topology Determine the Synchronization Threshold in a Network of Oscillators?

Lubos Buzna, Sergi Lozano, Albert Díaz-Guilera
Operations Research Proceedings (2012)

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Chimera states in a network-organized public goods game with mutations

Nikos E. Kouvaris, Ruben J. Requejo, Johanne Hizanidis and Albert Diaz-Guilera

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