👉 Fractal Mathematics (FM) is a branch of mathematics that explores and models natural phenomena using fractals, which are geometric shapes that display self-similarity across different scales. FM extends traditional mathematical concepts by incorporating recursive processes and iterative functions to describe complex patterns found in nature, such as coastlines, trees, clouds, and river networks. It emphasizes the idea that simple rules can generate intricate and detailed structures at various levels of magnification, offering a powerful framework for understanding and predicting natural processes. This approach has applications in fields like physics, biology, and computer graphics, providing insights into the underlying order of seemingly chaotic systems.
