Extremal coupled map lattices |
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Authors: | G Abramson JL Vega |
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Institution: | (1) P.O. Box 39953, Ramat-Aviv 61398, Tel-Aviv, Israel, IL |
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Abstract: | Multifractal critical phenomena with infinite-temperature critical point and with complex coexistence of the infinite and
finite temperature critical points are considered and it is shown that strange attractors generated by cascades of period-doubling
bifurcations (Feigenbaum scenario) as well as fields of velocity differences in fluid turbulence belong to the former subclass
of the multifractal critical phenomena, while the real traffic processes and real currency exchange processes belong to the
last (complex) subclass of the multifractal critical phenomena. Data obtained by different authors are used for this purpose.
Received 5 February 1999 |
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Keywords: | PACS 05 40 -a Fluctuation phenomena random processes noise and Brownian motion - 01 75 +m Science and society |
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