Mathematical Models to Determine Stable Behavior of Complex Systems
Vladimir Iosifovich Sumin, Alexander Valerievich Dushkin, Tatiana E. Smolentseva · Journal of Physics Conference Series · 2018
The paper analyzes a possibility to predict functioning of a complex dynamic system with a significant amount of circulating information and a large number of random factors impacting its functioning. Functioning of the complex dynamic system is described as a chaotic state, self-organized criticality and bifurcation. This problem may be resolved by modeling such systems as dynamic ones, without applying stochastic models and taking into account strange attractors.