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It is shown that anomalous diffusion (i. e. , nonlinear growth of mean square displacements) can be caused by a specifically chaotic mechanism. It depends on deterministic diffusion and intermittency and gives rise to mean square displacements which grow asymptotically like t^ with 0<<~1 or like tlnt, depending on universality classes.
Geisel et al. (Mon,) studied this question.
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