Fractals are mathematical forms that create amazingly complex images through repetition and variation. These motifs are not generated with AI, but calculated and colored purely from formulas. This creates abstract structures, organic patterns, and almost natural landscapes.
Each image is a discovery at the border between structure, chance, and imagination.
Newton Fractals: Origin, Formation, and Versatility
|Max-Ludwig Stadler
Newton fractals show how the Newton-Raphson method for finding roots can produce fascinating mathematical art. This article explains how basins of attraction, fractal boundaries, and complex iterations create infinitely self-similar...
Julia Sets: Mathematical Elegance and Visual Diversity
|Max-Ludwig Stadler
Julia sets show how the simple formula z² + c can create infinitely complex fractals. This article explains how they emerge through iteration, the escape-time algorithm, the role of the...
5 astonishing facts about nature's secret geometry
|Max-Ludwig Stadler
Five fascinating facts about fractals show how repetition, chaos, and complex numbers create intriguing patterns. We explain why fractal geometry reveals the hidden order of nature.
