As it happens, these four lines can serve as a perfect metaphor for the infinitely detailed, "self-similar" nature of fractals. In this interactive, zoom deep into a Mandelbrot set, the most ...
These images are of the 'Mandelbrot' sets for polynomials z d + c for various d (for d=2 we have the Mandelbrot set). These images were drawn with the XAOS software. This software will also compute ...
The Mandelbrot set, according to Wikipedia ... [Scott] used the Atari800Win-PLus emulator to zoom in on a variety of locations on the fractal curve and recorded the results over a weekend.
Topics include: What is a chaotic system? What makes a system chaotic? Fractals; drawing fractals, fractal dimension. Strange attractors. Julia sets. The Mandelbrot set. - And more. Along the way we ...
The image of the Mandelbrot set is one of the most recognizable representations of a fractal. But what's behind the entrancing picture? In this interactive, learn a bit about how we generated our ...