|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.
|Kleinian Groups Pictures|
Discusses the mathematical theory of Kleinian groups. Includes illustrations , examples , formalism and program source code.
|Mandelbrot, Benoit B. |
Founder of fractal geometry. Includes biography , vita , publications , interviews , and reviews.
|Mathematical Figures Using Mathematica|
Collection of sets and attractors. Includes Mathematica source code , mathematical formulations and illustrations.
Explains the basics of Sierpinski systems and other sets. Includes interactive example programs with source code.
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.
|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.
Focuses on the visualization of three dimensional attractors. Includes formula derivations and image galleries.
|Tetrabrot Fractal Videos|
Collection of videos made by rotation , zooming , and cycling through the four-dimensional Tetrabrot sets. Includes basics , mathematical formulations and descriptions.
|The 3x+1 Fractal|
Abstract about paper that generalizes the Collatz problem to complex numbers.
|The Dynamical Systems and Technology Project|
Educational resource from the Boston University. Includes mathematical framework and formulation , animated illustrations and calculation spreadsheets.
|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.
|The Modular Group and Fractals|
Explains the basics of fractals , Riemann Zeta , modular group gamma , Farey fractions and Minkowski question mark. Includes publications.
|Wikipedia Category: Fractals|
Collection of encyclopedia articles about self-similar geometric objects with both aesthetical and scientific uses.
Free encyclopedia article covering historical aspects and mathematical formulations. Includes two and three dimensional illustration sets.