Derives self-consistency and linear stability conditions for phase-locked states in delayed spiking networks and shows that an activity-dependent conduction-delay plasticity rule selects commensurate delay-period relations, organizing synchrony, frequency locking, and slow switching.
arXiv:2509.22495v1 , title =
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A framework for phase oscillator networks with multiple and state-dependent delays is developed and used to show that white matter plasticity can promote synchronization.
Delayed next-generation neural field models on a ring undergo Hopf bifurcations to traveling waves and breathing bumps that satisfy solvable self-consistency equations.
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Adaptive conduction delays and phase locking in spiking Haken Lighthouse networks
Derives self-consistency and linear stability conditions for phase-locked states in delayed spiking networks and shows that an activity-dependent conduction-delay plasticity rule selects commensurate delay-period relations, organizing synchrony, frequency locking, and slow switching.
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Phase oscillator networks with multiple and state-dependent delays: A framework for exploring white matter plasticity in neurodynamics
A framework for phase oscillator networks with multiple and state-dependent delays is developed and used to show that white matter plasticity can promote synchronization.
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Dynamic solutions of next generation neural field models with delays
Delayed next-generation neural field models on a ring undergo Hopf bifurcations to traveling waves and breathing bumps that satisfy solvable self-consistency equations.