Volume Ten: Dynamical Systems with Random Structure and their Applications
I. Dzhalladova, Kyiv National Economic University, Ukraine
M. Ruzickova, University of Bialystock, Poland
Problems described by differential or difference equations with a random structure arise in various areas of research and practice and form and important part of applications of mathematics.
2020 Hbk ISBN: 978-1-908106-66-7 264pp
The development and stability of dynamical systems with random structure depend on an understanding of the system, on the rich experience and the interaction of system with the environment. This book describes the development of a new method for studying the stability of dynamical systems with a random structure of various types, based on the construction and study of so-called moment equations. It also describes the use of this method in investigating the stability and properties of solutions of dynamical systems with a random structure that serve as a mathematical model for various applications, especially in banking and finance
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