Strange Attractors .01 // Lorenz .01
In dynamical systems, a 'Strange Attractor' is a type of attractor (a region or shape to which points are 'pulled' as the result of a certain process) that arises in certain non-linear systems and is characterized by its fractal structure. Unlike regular attractors, which maybe points, close loops, or more complex but still regular shapes, a strange attractor, is highly sensitive to small changes in the initial conditions, leading to chaotic behaivor within the system (Schuster 1989, pp. 105-106; Strogatz 2018, chapter 9).
https://www.dynamicmath.xyz/strange-attractors/
https://www.dynamicmath.xyz/strange-attractors/
