Statistical Simulation of the External Influence of the Information Spreading of the Population Models

In this paper, we focus on mathematical models of information confrontation. The models with non-stationary parameters and disturbing parameters of the rate of internal recruiting take the form of N (number of information flows) nonlinear Ito stochastic differential equations. We use generalized Wiener random processes. These processes are represented as a random series for statistical modeling. We consider the simulations for different cases of basis model with exponential and periodic time-dependent parameters.