Exploring Fractal Geometry in Nature
Discover the fascinating world of fractal geometry and its applications in understanding nature's patterns. In this video, Martin explains the concept of fractal geometry as a way to represent the intricate patterns found in natural phenomena. Unlike traditional Euclidean geometry, fractal geometry examines self-similar patterns that replicate on different scales. Learn how Mandelbrot's discovery of small patterns in cotton prices paved the way for predicting larger patterns in the stock market. Explore the usage of fractal geometry in various fields like biology, physics, and other sciences to gain insights into the complex workings of nature. Dive into the intriguing world of fractal geometry and its potential impact on unraveling the mysteries of the universe.