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Fractals’ Physical Origin and Properties

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Cover of 'Fractals’ Physical Origin and Properties'

Table of Contents

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    Book Overview
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    Chapter 1 A Class of Multinomial Multifractal Measures with Negative (Latent) Values for the “Dimension” f (α)
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    Chapter 2 Some Aspects of the Fractal Approach to the Fully Developed Turbulence
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    Chapter 3 Nonlinear Variability in Geophysics: Multifractal Simulations and Analysis
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    Chapter 4 Fractal Critical Phenomena in Two Dimensions and Conformal Invariance
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    Chapter 5 Fractal Structure of Ising and Potts Clusters: Static and Dynamic Approach
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    Chapter 6 Diffusion-Limited Aggregation: Recent Developments
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    Chapter 7 New Theoretical Methods for Fractal Growth
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    Chapter 8 Continuum Description of Active Zones
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    Chapter 9 Multifractality, Scaling, and Diffusive Growth
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    Chapter 10 Is There a Phase Transition in the Multifractal Spectrum of DLA?
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    Chapter 11 Fractals and Patterns in Electrodepostion
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    Chapter 12 On the Possible Application of Fractal Scaling Ideas in Dendritic Growth
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    Chapter 13 Realistic Models of Dielectric Breakdown
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    Chapter 14 Cluster-Cluster Aggregation with Dipole-Dipole Interactions
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    Chapter 15 Shapes of Deterministic Cracks Obtained under Shear
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    Chapter 16 Superlocalization, Anomalous Diffusion and Self Avoiding Walks on Fractals
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    Chapter 17 Observations of Fractons
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    Chapter 18 Diffusion, Intercalation and Invasion Noise
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    Chapter 19 Dynamics of Invasion and Dispersion Fronts
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    Chapter 20 Fractal Behavior of Tethered Networks
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    Chapter 21 Surface Growth, Directed Polymers, and 1/ f Noise
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    Chapter 22 The Fractal Nature of the Galaxy Distribution
Attention for Chapter 12: On the Possible Application of Fractal Scaling Ideas in Dendritic Growth
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Chapter title
On the Possible Application of Fractal Scaling Ideas in Dendritic Growth
Chapter number 12
Book title
Fractals’ Physical Origin and Properties
Published by
Springer, Boston, MA, January 1989
DOI 10.1007/978-1-4899-3499-4_12
Book ISBNs
978-1-4899-3501-4, 978-1-4899-3499-4
Authors

R. C. Ball, Ball, R. C.