A. V. Kondratiev, Moscow Bauman State Technical University (the Kaluga Branch), Kaluga, Russia
SYNCHROINFO JOURNAL. Volume 5, Number 4 (2019). P. 19-21.
The report deals with the problem of chaos origination in discrete systems. Logistic equation have been analyzed. The criteria of. chaos origination have been implemented to define the parameter value area, where the system output signal is chaotic. The dependence of statistical characteristics on the signal realization length have been considered.
Keywords: dynamic chaos, discrete system, Lyapunov index, bifurcation diagram.
 Kapranov M.V., Kuleshov V.N., Utkin G.N. The theory of oscillations in radio engineering. Moscow, Nauka, 1984, 320 p.
 Shuster H.G. Determinate chaos: introduction, Moscow, Mir, 1989, 240 p.
 Methods of classical and modern automatic control theory. Textbook in 3 Vol. V.3: Methods of modern automatic control theory. Edited by N.D. Egupov. Moscow, publishing house of BMSTU, 2000, pp. 143-156.
 Moon F. Chaotic oscillations: Introductory course for scientists and engineers. Moscow, Mir, 1990, 312 p.