The Kuramoto model is a fundamental model for the study of phase locking in systems of coupled oscillators. It is well understood that when the natural ...
Aug 16, 2018 · Abstract:The Kuramoto model is a system of nonlinear differential equations that models networks of coupled oscillators and is often used to ...
Bronski and the author gave upper and lower bounds for the volume of the set of natural frequencies for which the Kuramoto model exhibits phase-locking.
The Kuramoto model is a system of nonlinear differential equations that models networks of coupled oscillators and is often used to study synchronization ...
[PDF] Volume Bounds for the Phase-Locking Region in the ...
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This paper proves upper and lower bounds on the measure of the set of frequencies that exhibit phase locking in terms of a weighted sum of spanning trees in ...
We address several possible implications of the triplet-Majoron (TM) model for supernova physics, such as cooling and rapid deleptonization.
The Kuramoto model is a fundamental model for the study of phase locking in systems of coupled oscillators. It is well understood that when the natural ...
We study the emergence of phase-locked states to the finite-dimensional Kuramoto model from generic initial configurations which are not phase-locked states in ...
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Aug 16, 2018 · Volume bounds for the phase-locking region in the kuramoto model. SIAM Journal on Applied Dynamical Systems, 17(1):128–156, 2018. [8] Joel E ...
Timothy Ferguson : Volume Bounds for the Phase-Locking Region in the Kuramoto Model with Asymmetric Coupling. SIAM J. Appl. Dyn. Syst.