Definitions for "Mandelbrot Set"
Discovered much later than Julia sets, it is generated by taking the set of all functions f(Z)=Z^2+C, looking at all of the possible C points and their Julia sets, and assigning colors to the points based on whether the Julia set is connected or dust.
An extremely complex fractal that is related to Julia sets in the way that it is constructed and by the fact that it acts as a sort of index to the Julia sets.
Submitted By The Authors The Mandelbrot Set is the set of converging points of a plane when tested with the equation z=z2+c, with varying c values.