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Adapting Science to Chaos and Complexity Theory, Chaotic and Complex Dynamical Systems
The Heisenburg uncertainty principle, given chaos and complexity theory, limits experimentation. Optimizing science against chaotic and complex dynamical systems requires new math, based on the logic of evolution, instead of on non-linear functions of rational measurement. Here's one proposal--new mathematics and metaphysics specifically designed for chaos theory and complex systems.
An experimental approach to nonlinear dynamics and chaos
This book provides an elementary introduction to the basic theoretical and experimental tools necessary to begin research into the nonlinear behavior of mechanical, electrical, optical, and other systems.
The Chaos Hypertextbook
The theory behind the sumptuous images and technical jargon of chaos, fractals, and nonlinear dynamics. Simple experiments for programmable calculators, instructions for drawing fractal images, and the meanings of dimension.
Crawling Chaos Labs
Research labs devoted to Chaos Mathematics and Fractal Topology in 3+ dimensions.
Continued Fractions and Chaos
An activated text by Robert Corless.
sci.nonlinear FAQ
Version 1.5 (Sept. 2000) of the Frequently Asked Questions document for the newsgroup sci.nonlinear.
Chaos Theory: A Brief Intro
A brief introduction to chaos theory, and an essay describing fractional dimensions. By Gregory Rae and Dennis Courtney.
Chaos in Chemical Systems
Presented by the Chemical Kinetics group, University of Leeds.
Chaos Theory and Education
Describes how chaos theory can be applied to education and teaching.
Chaos Theory
An Introduction to Mathematical Chaos Theory and Fractal Geometry, by Manus J. Donahue III.
More Chaos Sites
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