A group of mathematicians have achieved 3-D renderings of the famous 2D fractals of Mandelbrot set. Fractal is defined to be a type of shape that yields detail to the minutest level irrespective of the zoom scale.
From a Mathematical point of view, Mandelbrot set is defined to be set of complex values for which the complex quadratic polynomial zn+1 = zn2 + c remains bounded.
If you are a Math Geek this should surely garner your attention, the 3D simulations of the erstwhile 2D Mandelbrot set are as stunning as the rendering of the artist depiction of the constellations and galaxies. The images are of the finest grain and are termed as Mandelbulbs by the simulators.
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