Jones Fractals

Jones Fractals are a type of mathematical pattern that exhibits self-similarity, meaning smaller parts of the pattern resemble the whole. They are generated using iterative algorithms that repeatedly apply specific rules, creating complex, detailed structures from simple initial shapes. These fractals often display intricate, repeating patterns at every scale, illustrating how simple processes can produce remarkable complexity. In essence, Jones Fractals are visual representations of recursive mathematical formulas, revealing the beauty and intricacy found in nature and mathematics through self-replicating, infinitely detailed patterns.