strange attractors
Strange attractors are complex patterns that emerge in chaotic systems, where the system's behavior appears random but is actually governed by underlying rules. They help visualize how certain states of a system can be drawn towards specific points or paths in a multidimensional space, despite the unpredictability of individual trajectories.
These attractors are often studied in fields like mathematics, physics, and biology, as they can describe phenomena such as weather patterns, population dynamics, and even the behavior of financial markets. By understanding strange attractors, scientists can gain insights into the long-term behavior of chaotic systems.