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.
Hopf normal form with sn symmetry and reduction to systems of nonlinearly coupled phase 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.