Modeling the distortions of public opinion under conditions of external influence using differential stochastic equations

Autor: Alexandr Y. Petukhov
Rok vydání: 2019
Předmět:
Zdroj: 2019 3rd School on Dynamics of Complex Networks and their Application in Intellectual Robotics (DCNAIR).
DOI: 10.1109/dcnair.2019.8875574
Popis: In this paper, we propose a mathematical model of public opinion, taking into account external influences, from the point of view of the author’s socio-energy approach, as well as explaining its basic principles. The expression for the flow of social energy through the system is used as the basis equation, then the model is presented basing on the nonlinear dynamical system using the ideas of fractal geometry to calculate the individual elements of structures, as well as the Langevin equation (for the Wiener processes) in order to consider fluctuations in the social and political processes. With the help of this equation, the author creates the communication field model, which describes the interaction of individuals in society. This model is proposed to be used to predict structural changes in society in the conditions of information warfare.
Databáze: OpenAIRE