Dynamical Systems

Dynamical systems are mathematical models used to describe the evolution of physical systems over time. They are used to study complex phenomena across a range of fields such as engineering, chemistry, biology, and physics. The models are based on differential equations which enable the prediction and analysis of physical process dynamics. These systems are important for understanding patterns of behavior in physical systems, and in many disciplines, they are used to analyze changes in physical and biological systems, such as animal populations, weather patterns, and chemical reactions in the development of new drugs.