Book Series: Fractals and Dynamics in Mathematics, Science, and the Arts: Theory and Applications

Michel L Lapidus
University of California
Riverside, CA, USA
Email: lapidus@math.ucr.edu

Managing Editors

John A Rock
California State Polytechnic University
Pomona, CA, USA
Email: jarock@cpp.edu

Machiel van Frankenhuijsen
Utah Valley University
Orem, UT, USA
Email: vanframa@uvu.edu

Editorial Board

Michael Barnsley (Australian National University, Canberra, Australia)
Valérie Berthé (CNRS-Université Paris Diderot, France)
Robert L Devaney (Boston University, USA)
Kenneth Falconer (University of St Andrews, Scotland, UK)
Denis Grebenkov (Ecole Polytechnique, France)
Jun Kigami (Kyoto University, Japan)
Jeffrey C Lagarias (University of Michigan, Ann Arbor, USA)
Ka-Sing Lau (Chinese University of Hong Kong, China)
Heinz-Otto Peitgen (University of Bremen, Germany & Florida Atlantic University,
Boca Raton, USA)
Ian Stewart (University of Warwick, England, UK)
Robert S Strichartz (Cornell University, Ithaca, USA)
Bruce West (Duke University, USA)
Amie Wilkinson (University of Chicago, USA)
Martina Zähle (Friedrich-Schiller University, Jena, Germany)

The main goal of the proposed FDS series is to provide a source of high–quality books on the mathematical theory of fractals and dynamical systems along with applications to physics, engineering, computer science, life sciences, geophysics, finance, other sciences, as well as applications in visual arts, music, and film–making.

The scope of the series would be broad, ranging from the development of the mathematical theory of fractals and dynamical systems to the examination of specific applications to various sciences as well as the use of fractal techniques in the arts. The books herein could be original works or synthetic in nature, so long as they would make significant contributions to their corresponding fields. Also, textbooks as well as research monographs, whether focused on mathematical theory, experimental mathematics, computational mathematics, teaching, applications of fractals and dynamical systems to other sciences, or fractals in the arts, are welcome.

Only high–quality proposals will be considered for inclusion in the series. Furthermore, all seriously considered proposals will be refereed by appropriate experts. Occasionally, proposals to publish high level collective volumes or conference proceedings may also be considered.