![]() This blog has dedicated an entire post on Complex Numbers, in the context of 2D rotations. In order for this fractal to appear, both and must be complex numbers. The Mandelbrot set arises from an extremely simple equation: ![]() Firstly defined in the 1978, it was later computed and visualised by the mathematician Benoit Mandelbrot in 1980. One of the most famous fractals of this kind is the Mandelbrot set. Most fractals appear in the most unexpected places, rewarding you with endless beauty. Their strong self-similarity doesn’t really allow for any interesting complexity to arise. The previous post in this series, Fractals 101, showed how fractals can be constructed by iteration. Fractals created this way have indeed an infinite complexity, but they are also very boring.
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