Stabilization of metastable dynamical rotating waves in a ring of unidirectionally coupled sigmoidal neurons due to shortcuts
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文摘
Effects of a shortcut on rotating waves in a ring of sigmoidal neurons are considered. A kinematical equation for the propagation of wave fronts in a rotating wave is derived. Rotating waves can be stabilized in the presence of an inhibitory shortcut. Dynamical metastability of rotating waves is lost in the presence of an excitatory shortcut.

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