Quasi Bernoulli fluctuations in random and disordered systems |
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Authors: | A Bershadskii |
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Institution: | (1) P.O. Box 39953, Ramat-Aviv 61398, Tel-Aviv, Israel, IL |
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Abstract: | It is shown that quasi Bernoulli fluctuations, which appear at a morphological phase transition, can be considered as a statistical
basis for multifractal processes with constant multifractal specific heat in a wide class of random and disordered systems.
This class contains at least following processes: percolation, diffusion-limited aggregation and corrosion, Lorenz like attractors,
and mesoscopic systems with Anderson transition.
Received: 14 April 1998 / Revised and Accepted: 20 April 1998 |
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Keywords: | PACS 05 40 +j Fluctuation phenomena random processes and Brownian motion - 05 45 +b Theory and models of chaotic systems |
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