Analysis Simulation of Interaction Information in Chaotic Systems of Fractional Order

Ismailov Bahram Israfil

In article, in terms of Tsallis entropy, a model of generalized information losses for chaotic systems of fractional order in proposed. It is shown that the generalized model is the interaction of memory losses and process losses (transition from a state of relaxation to a gate of equilibrium) caused by the duration of the relaxation processes. Interaction demonstrates a variable mode of work.