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Название: Time Evolution of the Probability Distribution in Stochastic and Chaotic Systems with Enhanced Diffusion
Автор: Mantegna R.N.
Journal of Statistical Physics, Vol. 70, Nos. 3/4, 1993. p. 721-736.
We perform a detailed study of the time evolution of the probability distribution for two processes displaying enhanced diffusion: a stochastic process named the Levy walk and a deterministic chaotic process, the amplified climbing-sine map. The time evolution of the probability distribution differs in the two cases and carries information which is peculiar to the investigated process.