👉 Crack math, also known as fractal geometry or self-similarity, is a branch of mathematics that explores shapes and patterns repeating at different scales. These patterns, called fractals, exhibit intricate detail regardless of the magnification level, meaning a small part of the fractal resembles the whole. The "crack" aspect refers to the self-similarity in cracks or fissures found in various natural and man-made structures, like riverbeds, coastlines, or snowflakes. Mathematically, this is often described using equations involving recursive functions, iterative processes, or specific mathematical forms like the Mandelbrot set or Julia sets. These equations generate complex, often beautiful patterns by repeatedly applying a simple rule, leading to the stunning and infinitely detailed structures we observe in nature and art.
