Who can forget the beautiful Mandelbrot set? It is extraordinary simple yet infinitely complex. Named after Benoit Mandelbrot, the formula behind it is as follows:
Z = Z ^ 2 + C
C must always remain bounded.
The Mandelbrot set was discovered in 1980. While this may seem surprising by how simple the formula is, it required supercomputers to accurately give a picture of the complexity of infinity.
I never really get into the matter...but i think you should use some sort of recursive mechanism to get the autosimilarity stuff, in this case $z_{n}=z_{n-1}^{2}+cost$
Who can forget the beautiful Mandelbrot set? It is extraordinary simple yet infinitely complex. Named after Benoit Mandelbrot, the formula behind it is as follows:
Z = Z ^ 2 + C
C must always remain bounded.
The Mandelbrot set was discovered in 1980. While this may seem surprising by how simple the formula is, it required supercomputers to accurately give a picture of the complexity of infinity.