Differentiate Mandelbrot sets and Julia sets.
Mandelbrot sets Julia sets A very famous fractal is obtained from the Mandelbrot set, which is a set of complex values z that do not diverge under squaring transformation z0=z zk=z2k-1+z0 k=1, 2, 3. For some functions, the boundary between those points that move towards those points that move towards infinity and those that tends toward a finite limit is a fractal. The boundary of the fractal is called the Julia set.
