Аннотация:
This paper considers problems that arise during number sequence
generation based on nonlinear dynamical systems. Complex systems can depend on many parameters analysis and examination of one-dimensional maps
was performed since these maps are dymanical systems. Dependence of iterative fixed points for nonlinear maps on the properties of functions and function
domain numbers was investigated. Several approaches to randomness evaluation and, accordingly, methods for estimating the degree of randomness of a
particular sequence were considered. The properties and internal structure of
sequences obtained on the basis of nonlinear maps were also examined in accordance to their influence on the degree of randomness.
