Complete description of weakly coupled chaotic subsystems Article

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Overview

abstract

• We study the dynamics of one-dimensional lattices of weakly coupled maps of R. The local dynamics has an invariant hyperbolic set. Moreover, the trajectories from non expanding (and weakly expanding) points go to infinity (for local dynamical system). Under these assumptions we show that, if the coupling is weak enough, the extended system has similar dynamics.

authors

• Glebsky Lev
• Morante Lezama Antonio

publication date

• 2002-01-01

published in

• Revista Mexicana de Fisica  Journal

Research

keywords

• Chaos; Coupled map lattices; Partial differential equations

Additional Document Info

start page

• 355

end page

• 359

volume

• 48

issue

• 4