The global dynamics of cellular automata : an atlas of basin of attraction fields of one-dimensional cellular automata

Bibliographic Information

The global dynamics of cellular automata : an atlas of basin of attraction fields of one-dimensional cellular automata

Andrew Wuensche, Mike Lesser

(Santa Fe Institute studies in the sciences of complexity, . Reference volumes ; 1)

Addison-Wesley, c1992

Available at  / 27 libraries

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Note

System requirements for computer disk: IBM PC or compatible (80286 or higher; math coprocessor recommended); 640K RAM; VGA; DOS 2.0 or higher

Includes bibliographical references (p. 243-244) and index

Description and Table of Contents

Description

The book introduces a powerful new global perspective for the study of discrete dynamical systems. After first looking at the unique trajectory of a system's future, an algorithm is also presented that directly computes the multiple merging trajectories that may have constituted the system's past. A given set of cellular parameters will, in a sense, crystallize state space into a set of basins of attraction that will typically have the topology of branching trees rooted on attractor cycles. The book makes accessible the explicit portraits of these mathematical objects through computer-generated graphics. (Book/disk package disk requires an 80286, or higher, IBM PC or compatible with 640K of memory, VGA graphics, and DOS 2.0 or higher.

by "Nielsen BookData"

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