Algorithms, Fractals, and Dynamics

Edited by Y. Takahashi

in Springer Books from Springer

Date: 1995
ISBN: 978-1-4613-0321-3
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Chapters in this book:

Associated Actions and Uniqueness of Cocycles

Jon Aaronson, Toshihiro Hamachi and Klaus Schmidt

Koksma’s Inequality and Group Extensions of Kronecker Transformations

Jon Aaronson, Mariusz Lemańczyk, Christian Mauduit and Hitoshi Nakada

Normality to Different Bases

Gavin Brown

Spirals and Phase Transitions

Yves Dupain, Michel Mendes France and Claud Tricot

On an Ordering of Dynamics of Homeomorphisms

Koichi Hiraide

Poisson Law for Axiom a System

Masaki Hirata

Quadratic Maps with Maximal Oscillation

Franz Hofbauer and Gerhard Keller

Fractal Domains of Quasi-Periodic Motions on T 2

Shunji Ito

Prime type III λ Automorphisms: An Instance of Coding Techniques applied to Non-Singular maps

Andrés del Junco and César Silvan

The Dynamics of Self-Similar Sets on S 2 and Complex Dynamics

Atsushi Kameyama

The Essence of the Law of Large Numbers

Michael Keane

Rotation Invariance and Characterization of a Class of Self-Similar Diffusion Processes on the Sierpinski Gasket

Takashi Kumagai

Chaotic Phenomena in Density-Wave Oscillations

R. T. Lahey, C. J. Chang, F. Bonetto and D. A. Drew

Fredholm Matrix and Zeta Functions for 1-Dimensional Mappings

Makoto Mori

On the Length Spectrum of the Bounded Scattering Billiards Table

Takehiko Morita

Continued Fractions, Geodesic Flows and Ford Circles

Hitoshi Nakada

A Short Proof of Even α-Equivalence

Kyewon Koh Park

Geodesic Flows on Manifolds of Negative Curvature

Ya. G. Sinai

Geometric Realizations of Hyperelliptic Curves

William A. Veech

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DOI: 10.1007/978-1-4613-0321-3

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