The theory of the Lyapunov characteristic exponents in the context of continuous differentiable dynamical systems is reviewed. As an application new numerical results for the order-chaos transition in the n=3 discrete self-trapping equation by means of Lyapunov characteristic exponents are presented.
Lyapunov exponent analysis for the chaos-order transition of the discrete self-trapping equation
FUSCO GIRARD, Mario;SALERNO, Mario
1987
Abstract
The theory of the Lyapunov characteristic exponents in the context of continuous differentiable dynamical systems is reviewed. As an application new numerical results for the order-chaos transition in the n=3 discrete self-trapping equation by means of Lyapunov characteristic exponents are presented.File in questo prodotto:
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