Editorial: Nonlinear systems in function spaces and applications in biomedical sciences, control theory, and engineering (Q2249971)

Summary: Most mathematical systems coming from real processes and phenomena, which appear in physics, population dynamics, biotechnology, medicine, and engineering, are inherently nonlinear in nature. So, various nonlinear systems constitute basic and important mathematical models of real world phenomena, and related problems are of great interest to mathematicians as well as scientists in many other fields. The study of nonlinear systems is theoretically challenging and practically interesting. It has in all the years been a major object of investigations, and the development of related research goes on quickly every day.