We mimic the deterministic chaos appearing in low dimensional systems in terms of a product of suitable random matrices by considering Markov trials. From the high order Markovian processes it is possible to obtain a good approximation for the Lyapunov exponent and the decay rate of the correlation functions.
Approximation of chaotic systems in terms of Markovian processes
F Cecconi;
1995
Abstract
We mimic the deterministic chaos appearing in low dimensional systems in terms of a product of suitable random matrices by considering Markov trials. From the high order Markovian processes it is possible to obtain a good approximation for the Lyapunov exponent and the decay rate of the correlation functions.File in questo prodotto:
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