Chimera states emerge on m-directed hypergraphs due to directionality and persist over broader parameter ranges than on corresponding directed networks, with phase chimeras validated by phase reduction theory.
Self-entrainment of a population of coupled non-linear oscillators,
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Chimera states on m-directed hypergraphs
Chimera states emerge on m-directed hypergraphs due to directionality and persist over broader parameter ranges than on corresponding directed networks, with phase chimeras validated by phase reduction theory.