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Fractal Geometry and Stochastics II

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Cover of 'Fractal Geometry and Stochastics II'

Table of Contents

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    Book Overview
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    Chapter 1 Multifractal Geometry
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    Chapter 2 Sixty Years of Bernoulli Convolutions
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    Chapter 3 Problems on Self-similar Geometry
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    Chapter 4 Problems on Self-similar Sets and Self-affine Sets: An Update
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    Chapter 5 Selfsimilar Fractals and Selfsimilar Random Fractals
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    Chapter 6 Random Coverings and Multiplicative Processes
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    Chapter 7 Recent Results on Mandelbrot Multiplicative Cascades
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    Chapter 8 The Weierstrass-Mandelbrot Process Provides a Series Approximation to the Harmonizable Fractional Stable Motion
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    Chapter 9 An Ergodic Theoretic Approach to Mean Field Coupled Maps
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    Chapter 10 Entropy and Dimension Families Associated with Equilibrium Measures for Hyperbolic Dynamical Systems
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    Chapter 11 On Limit Theorems for Brownian Motions on Unbounded Fractal Sets
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    Chapter 12 Heat Kernels and Spectral Asymptotics for some Random Sierpinski Gaskets
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    Chapter 13 Lagrangian Metrics and Fractal Dynamics
Attention for Chapter 9: An Ergodic Theoretic Approach to Mean Field Coupled Maps
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