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I know how to generate a basic Mandelbrot fractal based on the system Z -> Z + C, which breaks down to:

X -> X² - Y² + A Y -> 2XY + B

Is there a basic definition for a Julia set though on the same simple level, or at least a relatively simple level?

HugMyster
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  • I've written a sum-up about the Mandelbrot/Julia difference: http://stackoverflow.com/a/29984188/216248 – karatedog Nov 18 '15 at 11:37

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The "classic" Julia set is described by Zn+1 = Zn + C just as the Mandelbrot set.

However, while the Mandelbrot set starts with Z0 = 0 and varies C across "the pixels", the Julia set varies Z0 across "the pixels" and has a constant C throughout the set.

Vatine
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