First of all, what is the Mandelbrot fractal? It's a set of points. To draw the fractal, you must plot every point that is in the Mandelbrot set. The Mandelbrot set is defined using this formula :
z = z2 + c
|z| > 2
where z and c are complex numbers and
c
is the point you are testing, such as : c.real = x, c.imag = y.If the condition is true, the point is in the set. If it isn't true, you must iterate using the first formula. If, after a maximium number of iterations, the condition is still false, then the point isn't in the set.
simply awesome. Good job with this research, bro.
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