Mandlebrot Set

The Mandelbrot Set is a complex and fascinating mathematical shape representing points on the complex plane that, when repeatedly plugged into a specific formula, do not diverge to infinity. It’s generated by starting with a number, squaring it, adding the original number, and repeating this process. If the results stay bounded, the point belongs to the Mandelbrot Set; if they grow without bound, it doesn’t. Visually, it appears as a detailed, self-similar shape with intricate boundaries, illustrating deep mathematical patterns and chaos within a simple iterative process.