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What is Attractor Evolution in Quasiperiodic Systems about?

This document discusses the evolution of attractors in quasiperiodically forced systems, from quasiperiodic to strange nonchaotic to chaotic. It uses a circle map with quasiperiodic coupling as a model, and investigates the behavior in the parameter plane of nonlinearity versus driving frequency. It finds that strange nonchaotic attractors exist on a Cantor-like structure between two critical curves marking the transition from quasiperiodic to strange nonchaotic and from strange nonchaotic to chaotic attrac

Author

Geraud Russel Goune Chengui

Language

EN