Lecture
This lecture covers the Kuramoto model, which describes synchronization in populations of phase oscillators. The model explores the interaction between oscillators, all-to-all coupling, and variations in frequency distribution. It delves into the stability criteria for discrete dynamical systems and the concept of fixed points. The lecture also discusses the coherence of phases, the impact of coupling on synchronization, and the critical coupling value for synchronization. Through the analysis of the Kuramoto model, the lecture provides insights into the synchronization behavior of complex systems.