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Classical Mandelbrot and
Julia Fractals can be generated by iterating the function Zn+1
= Z2n + C. In order to create other kind
of fractals you can use the general function Zn+1 = Zmn
+ C, where m can take any value greater than 2. For a given
value of m the Mandelbrot fractal has m-1 branches, and for each point of
the Mandelbrot set, the Julia set associated with that point has m
branches. In the images bellow are presented a Mandelbrot fractal and the
Julia fractal associated for the point C = 0.895+0.432056i, with the
generic function having m = 6.
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