I'm still surprised that only one mathematical form has been found with the beauty and depth of the Mandelbrot set.
One would think that like in the physical world, there should be many "species" with different types of appearances. Each a beautiful system on its own, but in comparable complexity.
Maybe the complexity of the Mandelbrot set is to the mathematical universe what is the complexity of life in the physical universe. Something that is very rare. For some unknown reason.
One would think that like in the physical world, there should be many "species" with different types of appearances. Each a beautiful system on its own, but in comparable complexity.
Maybe the complexity of the Mandelbrot set is to the mathematical universe what is the complexity of life in the physical universe. Something that is very rare. For some unknown reason.