Multifractality of nonlinear iterative processes |
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Authors: | A Bershadskii |
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Institution: | (1) Ramat-Aviv, P.O. Box 39953, 61398 Tel-Aviv, Israel |
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Abstract: | The Havlin-Bunde multifractal hypothesis Physica D
38:184 (1989)] is expanded (in the form of the dimension-invariance approach) to nonlinear iterative (recursion) processes such
as dielectric breakdown, phase transitions from periodic attractors to chaos, and cascades in turbulence. Comparison with
model and laboratory data of different authors shows that for strong nonlinearity the dimension invariance is broken |
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Keywords: | Scaling dimension invariance dielectric breakdown chaos |
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