Strange nonchaotic attractors in driven delay--dynamics
arXiv:0802.2629
Abstract
Strange nonchaotic attractors (SNAs) are observed in quasiperiodically driven time--delay systems. Since the largest Lyapunov exponent is nonpositive, trajectories in two such identical but distinct systems show the property of {\it phase}--synchronization. Our results are illustrated in the model SQUID and Rössler oscillator systems.
To be appeared as a Book Chapter dedicated to Prof. M Lakshmanan on the occasion of his sixtieth birthday