Linear Lyapunov Functions of Infinite Dimensional Volterra Operators
Mukhamedov, F. and Embong, A. F.
Corresponding Email: farrukh.m@uaeu.ac.ae
Received date: 5 January 2018
Accepted date: 30 March 2019
Abstract:
In the present paper, we investigate infinite-dimensional Volterra quaratictic stochastic operators. We construct linear Lyapunov functions for
such kind of operators, which allow exploring limiting set of associated with these kinds of operators.
Keywords: Quadratic Stochastic Operators, Volterra, Lyapunov functions, infinite dimensional, limit points, omega limiting set, trajectory