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Paper detail

Synchronization on star graph with noise

We investigate synchronization in the Kuramoto model with noise on a star graph. By revising the case of a complete graph, we propose a closed form of self-consistency equation for the conventional order parameter and generalize it for a star graph. Using the obtained self-consistency equation, we demonstrate that there is a crossover between the abrupt synchronization at small noise and the continuous phase transition for quite large noise. We probe this crossover numerically and analytically.

preprint2022arXivOpen access
Artem Alexandrov
cond-mat.stat-mechcond-mat.dis-nn
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Artem Alexandrov

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