Proves pathwise oscillator-death with R0^{3/2} thresholds and a zero-inertia limit making the order parameter arbitrarily close to 2 under small spreads.
On oscillator death in the W infree model
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A matrix generalization of the Winfree model on SO(n) yields leader-follower synchronization, exponential stability, and classified equilibria under sufficient coupling.
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Relaxation dynamics of the Inertial Winfree model
Proves pathwise oscillator-death with R0^{3/2} thresholds and a zero-inertia limit making the order parameter arbitrarily close to 2 under small spreads.