Mandelbrot set
noun
Man·del·brot set
| \ ˈman-dəl-ˌbrät-
, -ˌbrȯt-\
, -ˌbrȯt-\
Definition of Mandelbrot set
: a fractal that when plotted on a computer screen roughly resembles a series of heart-shaped disks to which smaller disks are attached and that consists of a connected set of all points c in the complex plane for which the recursive expression zn+1 = zn2 + c for n = 0, 1, 2, 3, … with the starting value z0 = 0 remains bounded as n approaches infinity
Keep scrolling for more