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  •  Newton Basins  - http://aleph0.clarku.edu/~djoyce/newton/newton.html
     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.
  •  Kleinian Groups Pictures  - http://klein.math.okstate.edu/kleinian/
     Discusses the mathematical theory of Kleinian groups. Includes illustrations, examples, formalism and program source code.
  •  The Spanky Fractal Database  - http://spanky.triumf.ca/
     Collection of sets, attractors and related material for free distribution. Includes large categorized index of software, information and links.
  •  Fractal Explorer  - http://www.geocities.com/fabioc
     Tutorial for beginners covering the Mandelbrot and Julia sets, as well as four-dimensional sets. Includes interactive generators and gallery.
  •  Fractal Dimensions  - http://math.rice.edu/~lanius/fractals/dim.html
     Easy to comprehend mathematical approach to understanding the significance of the applied study of fractals and attractors. Includes didactic examples and illustrations.
  •  Introduction to Lacunarity  - http://www-swiss.ai.mit.edu/~rauch/lacunarity/lacunarity.html
     Analysis of the degree of gappiness of different sets. Includes mathematical aspects, results and publications.
  •  Chaos Theory and Fractals  - http://www.mathjmendl.org/chaos/
     Glossary and terms directory. Includes mathematical formulations and illustrations of the most common sets.
  •  Efg's Computer Lab: Fractals and Chaos  - http://www.efg2.com/Lab/FractalsAndChaos
     Software and information resource on the Mandelbrot set, geometrical explosion sets, and attractors. Includes diagrams and mathematical backgrounds.
  •  What are Fractals?  - http://www.jracademy.com/~jtucek/math/fractals.html
     Explains the basics, adressing definitions, dimensions and uses. Includes gallery and resources.
  •  Fractal Map  - http://frac.samurajdata.se/
     Interactive online Mandelbrot and Julia generator.
  •  Julia and Mandelbrot Set Explorer  - http://aleph0.clarku.edu/~djoyce/julia/explorer.html
     Online navigator for various sets and attractors from the Clark University. Includes background and a short course on complex numbers.
  •  3D Fractals Bicomplex Dynamics  - http://www.3dfractals.com/
     Resource on the bicomplex generalization of the Mandelbrot set. Includes scientific publications, illustrations, news and downloads.
  •  IFS Attractors  - http://www.meden.demon.co.uk/Fractals/fractals.html
     Index and definition of different attractors. Includes images, plots and glossary.
  •  Technocosm  - http://technocosm.org/chaos/
     Focuses on the visualization of three dimensional attractors. Includes formula derivations and image galleries.
  •  Iterations and the Mandelbrot Set  - http://www.cut-the-knot.com/blue/Mandel.html
     Discusses how differently the iterations behave depending on which portions the coefficients are plucked from. Includes basics, concept, formulations and references.
  •  Fractals, Chaos  - http://astronomy.swin.edu.au/~pbourke/fractals/
     Quotes and information on different types of sets and attractors. Includes image gallery, plots, mathematical formulation and articles.
  •  Fractal Foundation  - http://www.fractalfoundation.org
     Foundation with purpose of educating people about the mathematical theory and the interconnectedness of complex systems. Includes mission statement, mathematical framework, gallery and contact.
  •  A Fractal Christmas  - http://www.aip.org/isns/reports/2003/086.html
     Short Article from Inside Science News Service describing the basics. Includes illustrations and links.
  •  The Mandelbrot and Julia Sets Anatomy  - http://www.ibiblio.org/e-notes/MSet/Contents.htm
     Scientific publication about the anatomy of different sets and attractors and chaotic dynamics. Includes animated samples, articles and mathematical formulations.
  •  3D Mountains  - http://www.ibiblio.org/e-notes/3Dapp/Mount.htm
     Shows how to create fractal mountains, three-dimensional Mandelbrot and Julia sets, convex, stellated and polyhedra. Includes pictures, plots and mathematical formulations.
  •  Fractals Unleashed  - http://library.thinkquest.org/26242/
     Tutorial covering the different types of sets and attractors. Includes mathematical formulations, applets, programs, gallery and an art contest. [English, Russian, Ukrainian]
  •  NASA: Fractal Clouds  - http://climate.gsfc.nasa.gov/~cahalan/FractalClouds/FractalClouds.html
     Information on the modeling aspects of cloud forms and structures, and their implications for climate. Including descriptions of cloud types, movies, glossary and publications.
  •  Chaos, Fractals, and Arcadia  - http://math.bu.edu/DYSYS/arcadia/
     Article on the mathematical ideas lurking in the background of Tom Stoppard's play Arcadia. Includes examples, illustrations and references.
  •  Fractal Geometry  - http://classes.yale.edu/fractals/
     Comprehensive educational resource on the mathematical framework and formalism from the Yale University, covering the concept of self similarity. Includes topical examples, images, algorithms and softwares.
  •  Wikipedia: Fractals  - http://en.wikipedia.org/wiki/Fractals
     Free encyclopedia article covering historical aspects and mathematical formulations. Includes two and three dimensional illustration sets.
  •  Fractals and Multi Layer Coloring Algorithms  - http://www.mi.sanu.ac.yu/vismath/javier1
     Scientific paper of the University of the Basque Country, Spain, addressing the mathematical aspects of multi layer colorization. Includes examples and references.
  •  Sierpinski Gasket  - http://astronomy.swin.edu.au/~pbourke/fractals/gasket/
     Scientific article describing the mathematical background of the Sierpinski gasket. Includes formulation, models and references.
  •  Mathematics: Stilldreamer  - http://www.stilldreamer.com/mathematics/
     Explains the basics of Sierpinski systems and other sets. Includes interactive example programs with source code.
  •  Dan Freeland  - http://homepage.ntlworld.com/daniel.freeland/
     Explains the basics. Includes gallery and free software for exploring different sets and singularities.
  •  Bitshifters  - http://bitshifters.com/fractal.html
     Images generated by different commercial applications. Includes FAQs and tutorial.
  •  J.Sprott Fractals in 3D.  - http://www.geocities.com/mischa_griesman/index.html
     Gallery and program with source. Includes animated three-dimensional sets and attractors.
  •  Images From Chaos  - http://www.cps.unizar.es/~jlsubias/
     Gallery of chaotic and complex systems and attractors from the University of Zaragoza, Spain.
  •  Tetrabrot Fractal Videos  - http://www.javaspider.com/jfract
     Collection of videos made by rotation, zooming, and cycling through the four-dimensional Tetrabrot sets. Includes basics, mathematical formulations and descriptions.
  •  Homepage of Kristian Gustavsson  - http://www.dd.chalmers.se/~f99krgu/main/index.html
     Weblog about the mathematical background of different sets and attractors in the complex plane. Includes downloadable generator and gallery.
  •  Fractal Brownian Archipelago  - http://swiss.csail.mit.edu/~rauch/islands/
     Shows how brownian motion can model the shape of coastlines. Includes interactive demonstration and a collection of island set.
  •  Fractals and Scale  - http://parallel.hpc.unsw.edu.au/complex/tutorials/tutorial3.html
     Discussion about the original mathematical concepts and the applications of scales and dimensions. Includes formalisms, examples and illustrations.
  •  Quantum Jumps, EEQT and the Five Platonic Fractals  - http://quantumfuture.net/quantum_future/papers/qfract/
     Explains how quantum jumps generate new family of fractals on spherical canvas. Includes graphics in several formats, mathematical framework and bibliography.
  •  The 3x+1 Fractal  - http://www.sciencedirect.com/science?_ob=ArticleURL&_udi=B6TYG-4C47CDM-5&_coverDate=06%2F30%2F2004&_alid=262438467&_rdoc=1&_fmt=&_orig=search&_qd=1&_cdi=5618&_sort=d&view=c&_acct=C000043379&_version=1&_urlVersion=0&_userid=791130&md5=92c370a59ff53edd249c27a91b0ed72e
     Paper that generalizes the Collatz problem to complex numbers. Includes insights, results and references.
  •  The Modular Group and Fractals  - http://www.linas.org/math/sl2z.html
     Explains the basics of fractals, Riemann Zeta, modular group gamma, Farey fractions and Minkowski question mark. Includes publications.
  •  Project Fractales  - http://complex.inria.fr/
     Research group at the INRIA national research center, France. Includes research details, publications and software.