Controllability Problems And Stability Problems Of Nonlinear Discrete Dynamical Systems By Using Functional Analytic Techniques

Abstract

infinite-dimensional system that may be used to represent propagation and transport processes as well as population dynamics (reproduction, development, and extinction). There will always be a delay in economic systems since choices and effects are separated by a non-zero time. In communication networks, the start and delivery of data is also accompanied by a non-zero time interval. The delay might be caused by a model simplification in some situations. Such systems are distinguished by the fact that their energetic may be characterized using discrepancy equations that incorporate data about the system's history. There are numerous approaches to express such systems numerically