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  • Fractal Geometry - An educational resource on the mathematical framework and formalism from the Yale University, covering the concept of self similarity. Includes topical examples, images, algorithms and software.
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  • Mandelbrot, Benoit B. - Founder of fractal geometry. Includes biography, vita, publications, interviews, and reviews.
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  • 3D Fractals Bicomplex Dynamics - Resource on the bicomplex generalization of the Mandelbrot set. Includes scientific publications, illustrations, news and downloads.
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  • 3D Mountains - Shows how to create fractal mountains, three-dimensional Mandelbrot and Julia sets, convex, stellated and polyhedra. Includes pictures, plots and mathematical formulations.
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  • Bitshifters - Images generated by different commercial applications. Includes FAQs and tutorial.
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  • Chaos, Economics and Stock  Markets - Introduction to chaos, attractors and dynamic systems theory. Includes mathematical formulation, images and references.
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  • Chaos, Fractals, and Arcadia - Article on the mathematical ideas lurking in the background of Tom Stoppard's play Arcadia. Includes examples, illustrations and references.
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  • The Dynamical Systems and Technology Project - Educational resource from the Boston University. Includes mathematical framework and formulation, animated illustrations and calculation spreadsheets.
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  • Efg's Computer Lab: Fractals and Chaos - Software and information resource on the Mandelbrot set, geometrical explosion sets, and attractors. Includes diagrams and mathematical backgrounds.
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  • Fractal Brownian Archipelago - Shows how brownian motion can model the shape of coastlines. Includes interactive demonstration and a collection of island set.
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  • Fractal Dimensions - Easy to comprehend mathematical approach to understanding the significance of the applied study of fractals and attractors. Includes didactic examples and illustrations.
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  • Fractal Foundation - Foundation with purpose of educating people about the mathematical theory and the interconnectedness of complex systems. Includes mission statement, mathematical framework, gallery and contact.
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  • Fractals and Multi Layer Coloring Algorithms - Scientific paper of the University of the Basque Country, Spain, addressing the mathematical aspects of multi layer colorization. Includes examples and references.
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  • Fractals: The Beautiful Complex Patterns Generated by Simple Iterative Computations - Outlines a general systems theory for chaos, quantum mechanics and gravity as applied to weather patterns. Includes illustrations, scientific publications and references.
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  • Homepage of Kristian Gustavsson - Weblog about the mathematical background of different sets and attractors in the complex plane. Includes downloadable generator and gallery.
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  • IFS Attractors - Index and definition of different attractors. Includes images, plots and glossary.
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  • Images From Chaos - Gallery of chaotic and complex systems and attractors from the University of Zaragoza, Spain.
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  • Introduction to Lacunarity - Analysis of the degree of gappiness of different sets. Includes mathematical aspects, results and publications.
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  • Iterations and the Mandelbrot Set - Discusses how differently the iterations behave depending on which portions the coefficients are plucked from. Includes basics, concept, formulations and references.
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  • Julia and Mandelbrot Set Explorer - Online navigator for various sets and attractors from the Clark University. Includes background and a short course on complex numbers.
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  • Kleinian Groups Pictures - Discusses the mathematical theory of Kleinian groups. Includes illustrations, examples, formalism and program source code.
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  • The Mandelbrot and Julia Sets Anatomy - Scientific publication about the anatomy of different sets and attractors and chaotic dynamics. Includes animated samples, articles and mathematical formulations.
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  • Mathematical Figures Using Mathematica - Collection of sets and attractors. Includes Mathematica source code, mathematical formulations and illustrations.
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  • Mathematics: Stilldreamer - Explains the basics of Sierpinski systems and other sets. Includes interactive example programs with source code.
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  • The Modular Group and Fractals - Explains the basics of fractals, Riemann Zeta, modular group gamma, Farey fractions and Minkowski question mark. Includes publications.
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  • Newton Basins - Article about the basins of attraction for the Newton's method for finding roots of equations and their resulting representation in the complex plane. Includes mathematical framework and examples.
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  • Quantum Jumps, EEQT and the Five Platonic Fractals - Explains how quantum jumps generate new family of fractals on spherical canvas. Includes graphics in several formats, mathematical framework and bibliography.
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  • Technocosm - Focuses on the visualization of three dimensional attractors. Includes formula derivations and image galleries.
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  • Tetrabrot Fractal Videos - Collection of videos made by rotation, zooming, and cycling through the four-dimensional Tetrabrot sets. Includes basics, mathematical formulations and descriptions.
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  • Wikipedia Category: Fractals - Collection of encyclopedia articles about self-similar geometric objects with both aesthetical and scientific uses.
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  • Wikipedia: Fractal - Free encyclopedia article covering historical aspects and mathematical formulations. Includes two and three dimensional illustration sets.
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  • The 3x+1 Fractal - Abstract about paper that generalizes the Collatz problem to complex numbers. (June 01, 2004)
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Last update: October 30, 2014 at 10:49:38 UTC - edit