What are Julia Sets?
Julia sets are a family of fractals that are generated by iterating complex quadratic polynomials. Named after Gaston Julia, these fractals are defined by the limit points of the iteration.
For a given complex function fc(z) = z2 + c, each point z in the complex plane gives us a different Julia set. You can modify 'c' to explore different patterns and complexities. It's a fascinating dive into infinite beauty!