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The Mandelbrot Set ?
File ID: 28966
The Mandelbrot Set ? Description
Description: The Mandelbrot Set is a multi-platform compatible applet that lets you explore the Mandelbrot set. The Mandelbrot set is a type of infinitely complex mathematical object known as a fractal. No matter how much you zoom in, there is still more to see.
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This application allows you to explore the wonders of the Mandelbrot Set in MATLAB with the help of a capable GPU. It is primarily intended as a demonstration of the different ways in which a MATLAB algorithm can be converted to run on the GPU, however it also has some fun features:
* Use the normal MATLAB zoom and pan to browse the Mandelbrot Set
* Sit back and watch the app pan and zoom between pre-stored locations in the...
The Mandelbrot set is a set of complex numbers C where z_n+1 = z_n^2 + c (z_0 = 0) does not diverge for all c in the set C. The image is generated by calculating the number of iterations until |z_n| is larger than a certain escape radius. Of...
An interactive graph to plot the trajectory of points on and off the mandelbrot
set. Illustrates the use of sliders in matplotlib
The Mandelbrot set has its place in complex dynamics, a field first investigated by the French mathematicians Pierre Fatou and Gaston Julia at the beginning of the 20th century. The first pictures of it were drawn in 1978 by Brooks and Matelski as...
This above Fractal code investigates the effect of a small change in the Affine transform of a fractal generating function, namely the Mandelbrot set generated using the existing trigonometric sinusoidal operations. This involves a basic logic of...
Short code example of how to create several tasks to calculate parts of the mandelbrot set and then put the data back together.
Julia set and Mandelbrot set ,the zip file contains two m files
1.juliaset3.m plots 16 different types of julia set
( 2000 x 2000 pixels)
2.fractal5.m plots Mandelbrot set (2000 x 2000 pixels )
Mandelbrot Set Viewer is a multi-platform compatible script that demonstrates the speed of Java drawing a fractal image.
The builtin set and frozenset types are based on object equality; they call __eq__ to determine whether an object is a member of the set or not. But there are cases when one needs a set of objects that are compared by other means, apart from the...
While programming an IPv4-Range class I stumbled upon the need for an efficient integer set type, which doesn't store individual items like the builtin set type does, but which only stores longs and ints, and does this in a run length encoded way...
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