<8/17> Sample 2: Fractals, Manelbrot/Julia sets



In an function iteration, we repeatedly apply a single function to its own value, i.e., f(x), f(f(x)), f(f(f(x)))....

Certain iterated functions performed over complex numbers have `fractal' properties.

Which means they are capable of generating structure to an infinite level of detail.

The Mandelbrot set is a well-known example.