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This applet visualises the Mandelbrot set onto a complex
plane.
[Def. Mandelbrot set]
The Mandelbrot set M consists of all of those
(complex) c-values for which the corresponding
orbit of 0 under z^2 + c does not escape
to infinity.
Although it is not possible to determine if certain
c-values lies in the Mandelbrot set, as the number
of iteration increases (to infinite), the closer boundary
of M can be plotted.
[For more technical
information about the available parameters, click
here.]
Most parameters are self-explanatory
and you can always see brief description of each parameter
by moving the mouse pointer over the wizard.
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