A global synchronization theorem for oscillators on a random graph

Sufficiently dense Kuramoto networks are globally synchronizing

(2021) Martin Kassabov et al.   CHAOS

Coupled oscillators for computing: A review and perspective

(2020) Gyorgy Csaba et al.   Applied Physics Reviews

Synchronization of Kuramoto oscillators in dense networks

(2020) Jianfeng Lu et al.   NONLINEARITY

Exotic states in a simple network of nanoelectromechanical oscillators

(2019) Matthew H. Matheny et al.   SCIENCE

Linear response theory for coupled phase oscillators with general coupling functions

(2019) Yu Terada et al.   Journal of Physics A-Mathematical and Theoretical

Bifurcations in the Kuramoto model on graphs

(2018) Hayato Chiba et al.   CHAOS

The Kuramoto Model on Power Law Graphs: Synchronization and Contrast States

(2018) Georgi S. Medvedev et al.   JOURNAL OF NONLINEAR SCIENCE

Introduction to focus issue: Patterns of network synchronization

(2016) Daniel M. Abrams et al.   CHAOS

The Kuramoto model in complex networks

(2016) Francisco A. Rodrigues et al.   PHYSICS REPORTS-REVIEW SECTION OF PHYSICS LETTERS

Dynamics of globally coupled oscillators: Progress and perspectives

(2015) Arkady Pikovsky et al.   CHAOS

Stability of Twisted States in the Kuramoto Model on Cayley and Random Graphs

(2015) Georgi S. Medvedev et al.   JOURNAL OF NONLINEAR SCIENCE

Synchronization in complex networks of phase oscillators: A survey

(2014) Florian Dörfler et al.   AUTOMATICA

Small-world networks of Kuramoto oscillators

(2013) Georgi S. Medvedev   PHYSICA D-NONLINEAR PHENOMENA

There is no non-zero stable fixed point for dense networks in the homogeneous Kuramoto model

(2012) Richard Taylor   Journal of Physics A-Mathematical and Theoretical