The Computational Beauty of Nature - Companion site for the book by Gary William Flake.


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Category: Main » Science » Math » Chaos and Fractals	UPDATE INFO \| REPORT BROKEN LINK
The Computational Beauty of Nature	Popularity: Hit: 263

Details:

	Companion site for the book by Gary William Flake. Contains applets and source code for simulations of fractals, chaos, complex systems, and adaptation. Sponsored Links:
URL:	http://mitpress.mit.edu/books/FLAOH/cbnhtml/
Title:	The Computational Beauty of Nature
Description:	Science, Math, Chaos and Fractals - The Computational Beauty of Nature. Companion site for the book by Gary William Flake.
Specialized in:	Computation - Fractals - Chaos - Complex Systems - Adaptation - Source Code - Java - Mathematics - Nature - Cellular Automata - Game Theory - Flocking - Neural Network - Evolution - Learning

Newton Basins (Popularity:

): Introduction to basins of attraction for Newton's method and the fractals they form.
Limit Sets of Kleinian Groups (Popularity:

): Graphics, software.
Dynamical Systems and Technology Project (Popularity:

): An educational site on chaos and fractals.
The Spanky Fractal Database (Popularity:

): Large categorized index of software, information and links.
Fractal Adventures (Popularity:

): The purpose of this site is to help the beginner to create fractal images. An overview of programs is provided ...
Fractal Explorer (Popularity:

): A fractal tutorial for beginners. Covers Mandelbrot and Julia sets, as well as 4D fractals. Also features an interactive fractal ...
Fractal Dimensions (Popularity:

): An easy to comprehend mathematical approach to understanding the significance of the applied study of fractals.
Introduction to Fractal Lacunarity (Popularity:

): Lacunarity is a counterpart to the fractal dimension, and describes the degree of gappiness of a fractal. Uses in ecology, ...
efg's Computer Lab: Fractals and Chaos Page (Popularity:

): Several Fractal and Chaos projects, including "Evolution of Mandelbrot Set," Fractal Discovery Lab, IFS images, Lorenz and other Strange Attractors.
Mathematical Figures Using Mathematica (Popularity:

): Robert M. Dickau's page. The "Fractals and Chaos" section has figures of attractors, L-systems in 2 and 3 dimensions, Sierpinski ...

Popular Sites

3D Fractals using Bicomplex Dynamics (Popularity:

): The Tetrabrot is the bicomplex generalization of the Mandelbrot set as realized by Dominic 'Ramdam' Rochon. Articles, pictures, news and ...
Fractal Explorer (Popularity:

): A fractal tutorial for beginners. Covers Mandelbrot and Julia sets, as well as 4D fractals. Also features an interactive fractal ...
Fractal Adventures (Popularity:

): The purpose of this site is to help the beginner to create fractal images. An overview of programs is provided ...
Introduction to Fractal Lacunarity (Popularity:

): Lacunarity is a counterpart to the fractal dimension, and describes the degree of gappiness of a fractal. Uses in ecology, ...
Newton Basins (Popularity:

): Introduction to basins of attraction for Newton's method and the fractals they form.

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