Ordinary Differential Equations
A strange attractor is a type of attractor found in chaotic systems, characterized by a fractal structure and sensitive dependence on initial conditions. It captures the long-term behavior of a dynamic system, guiding trajectories in such a way that they remain bounded within a certain region of the phase space, yet do not settle into a fixed point or periodic orbit. This unpredictability is a hallmark of chaotic systems described by nonlinear differential equations.
congrats on reading the definition of strange attractor. now let's actually learn it.