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Chaos and Fractals
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Introduction to chaos, attractors and dynamic systems theory.
http://www.ecometry.biz/
PageRank: 5/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Explains the mathematical basics of Julia and Mandelbrot sets.
http://www.geocities.com/leibowitz.geo/fract_en.html
PageRank: 4/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Analysis of the degree of gappiness of different sets.
http://www-swiss.ai.mit.edu/~rauch/lacunarity/lacunarity.html
PageRank: 0/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Discusses how differently the iterations behave depending on which portions the coefficients are plucked from.
http://www.cut-the-knot.com/blue/Mandel.html
PageRank: 4/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Online navigator for various sets and attractors from the Clark University.
http://aleph0.clarku.edu/~djoyce/julia/explorer.html
PageRank: 6/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Discusses the mathematical theory of Kleinian groups.
http://klein.math.okstate.edu/kleinian/
PageRank: 4/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Scientific publication about the anatomy of different sets and attractors and chaotic dynamics.
http://www.ibiblio.org/e-notes/MSet/Contents.htm
PageRank: 6/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Collection of sets and attractors.
http://mathforum.org/advanced/robertd/
PageRank: 4/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Explains the basics of Sierpinski systems and other sets.
http://www.stilldreamer.com/mathematics/
PageRank: 0/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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Explains the basics of fractals, Riemann Zeta, modular group gamma, Farey fractions and Minkowski question mark.
http://www.linas.org/math/sl2z.html
PageRank: 4/10
(Clicks: 0;
Comments: 0;
Listing added: May 8, 2008)
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