Julia Set fractals represent one of the most stunning intersections of abstract mathematics, computer science, and fine art. Discovered by French mathematician Gaston Julia in 1918, these structures are famous for their infinite complexity and self-similarity, meaning you can zoom into them forever and continually find breathtaking new patterns. The Simple Math Behind Infinite Complexity
At the heart of every quadratic Julia Set is a surprisingly basic feedback loop executed on the complex number plane:
zn+1=zn2+cz sub n plus 1 end-sub equals z sub n squared plus c In this equation:
The Heart of Mathematics. The alien beauty of the Mandelbrot set…
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