Kuramotomodellen
The Kuramoto model is a mathematical model that describes the synchronization of coupled oscillators. It was developed by Yoshiki Kuramoto in 1975. The model consists of a population of oscillators, each with its own natural frequency. The oscillators are coupled to each other, meaning that the behavior of one oscillator affects the behavior of others. The strength of the coupling determines how easily the oscillators can synchronize.
In the Kuramoto model, each oscillator's phase evolves over time. The rate of change of an oscillator's
The Kuramoto model has found applications in a wide range of fields, including physics, neuroscience, engineering,