Complexity: Hierarchical Structures and Scaling in Physics
David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Jack Alan Reynolds
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Cambridge University Press (1997)
This is a comprehensive discussion of complexity as it arises in physical, chemical, and biological systems, as well as in mathematical models of nature. Common features of these apparently unrelated fields are emphasised and incorporated into a uniform mathematical description, with the support of a large number of detailed examples and illustrations. The quantitative study of complexity is a rapidly developing subject with special impact in the fields of physics, mathematics, information science, and biology. Because of the variety of the approaches, no comprehensive discussion has previously been attempted. This book will be of interest to graduate students and researchers in physics (nonlinear dynamics, fluid dynamics, solid-state, cellular automata, stochastic processes, statistical mechanics and thermodynamics), mathematics (dynamical systems, ergodic and probability theory), information and computer science (coding, information theory and algorithmic complexity), electrical engineering and theoretical biology.
|Keywords||Scaling laws (Statistical physics Complexity (Philosophy Mathematical physics|
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|Buy the book||$29.78 used (65% off) $93.86 new Amazon page|
|Call number||QC174.85.S34.B33 1997|
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Citations of this work BETA
James Ladyman, James Lambert & Karoline Wiesner (2013). What is a Complex System? European Journal for Philosophy of Science 3 (1):33-67.
Kevin Korb & Alan Dorin (2011). Evolution Unbound: Releasing the Arrow of Complexity. Biology and Philosophy 26 (3):317-338.
Cheng‐Yuan Liou, Tai‐Hei Wu & Chia‐Ying Lee (2010). Modeling Complexity in Musical Rhythm. Complexity 15 (4):19-30.
Nicholas Geard, Seth Bullock, Rolf Lohaus, Ricardo B. R. Azevedo & Janet Wiles (2011). Developmental Motifs Reveal Complex Structure in Cell Lineages. Complexity 16 (4):48-57.
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