Dynamical Systems
Dynamical Systems involve the study of systems that evolve over time, characterized by the interplay of various elements or variables that interact according to a set of rules or equations. These systems exhibit complex behaviors that can be chaotic, deterministic, or stochastic in nature, and are often used to model physical, biological, economic, or social phenomena. The dynamics of these systems can be analyzed using mathematical methods such as differential equations, bifurcation theory, chaos theory, and ergodic theory to understand their long-term behavior and predict their future evolution.
External Links
- [lds.is.mpg.de] Learning and Dynamical Systems - Max Planck Institute for Intelligent Systems