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Nonlinear Dynamics and Pattern Formation

This cluster of papers explores the dynamics of synchronization in complex networks, focusing on phenomena such as chimera states, reaction-diffusion models, coupled oscillators, and pattern formation. The Kuramoto model and phase oscillators are central to understanding the behavior of synchronization in these systems.

84.5K works worldwide1.2M citations
SynchronizationChimera StatesReaction-Diffusion ModelCoupled OscillatorsPattern FormationNetwork DynamicsKuramoto ModelPhase OscillatorsComplex NetworksNonlinear Dynamics

Journals publishing in this area

Articles on Scinovex in this research area

2 articles, most cited first

  1. A study of the bi-shadowing property on topologically conjugate dynamical systems on group space
    International Journal of Statistics and Applied Mathematics · 2024 · 0 citations
  2. Analysis of linear difference equations with variable coefficients
    International Journal of Statistics and Applied Mathematics · 2021 · 0 citations · AI summary