11 citations · 14 across the 7 of their papers we have counts for
4 papers · 1 filter
Existence and Stability of Dancing Equilibria in Asymmetric Kuramoto Networks
Wen Sun, Yu-Qing Wang, Jiu-Gang Dong
We study nonzero-frequency phase-locked motions in asymmetrically coupled Kuramoto networks. Such motions are relative equilibria with fixed phase differences and a nonzero common…
Inertia perturbation theory for the inertial Kuramoto model
Hangjun Cho, Jiu-Gang Dong, Seung-Yeal Ha +1
In this work, we study the inertial Kuramoto model, which is a second-order extension of the classical first-order Kuramoto model, as an inertial perturbation of the first-order Ku…
Quantitative relaxation dynamics from generic initial configurations in the inertial Kuramoto model
Hangjun Cho, Jiu-Gang Dong, Seung-Yeal Ha +1
We study the relaxation dynamics of the inertial Kuramoto model toward a phase-locked state from a generic initial phase configuration. For this, we propose a sufficient framework…
Emergence of stochastic flocking for the discrete Cucker-Smale model with randomly switching topologies
Jiu-Gang Dong, Seung-Yeal Ha, Jinwook Jung +1
We study emergent dynamics of the discrete Cucker-Smale (in short, DCS) model with randomly switching network topologies. For this, we provide a sufficient framework leading to the…