Journals
Books
Articles by keyword nonlinear dynamical system
Localization and Stability of Closed Trajectories of Nonlinear Dynamical Systems
S.N. Petrova
The method for estimation of functioning stability of non-linear automatic systems
А.N. Каtulev, S.V. Jagolnikov
Interconnection of stability in sense of Zhukovsky with another stability notions in topologic dynamic
О.V. Druzhinina, A.A. Shestakov
Stability problems of programmed motion for nonlinear dynamical systems
V.E. Lisovsky - Ph. D. (Phys.-Math.), Associate Professor, Kaluga branch of the Bauman MSTU. E-mail: levgenijv@gmail.com
Conditions of coordinate synchronization of nonlinear dynamic systems concerning a part of phase variables
O.V. Druzhinina - Dr.Sc. (Phys.-Math.), Professor, Chief Researcher, Federal Research Center «Informatics and Management» of the Russian Academy of Sciences. E-mail: ovdruzh@mail.ru E.V. Shchennikova - Dr.Sc. (Phys.-Math.), Professor, National Research Mordovia State University named after N.P. Ogarev. E-mail: schennikova8000@yandex.ru
Research of native electroencephalograms of patients with multiple sclerosis by means of methods of the theory of nonlinear dynamical systems
I.O. Mihalchich - Assistant, Department of Medical and Biological Physics, Rostov State Medical University of Ministry of Health of the Russian Federation, Rostov-on-Don. E-mail: irisa-irisa@bk.ru V.P. Omelchenko - Dr.Sc. (Biol.), Professor, Head of the Department of Medical and Biological Physics, Rostov State Medical University of Ministry of Health of the Russian Federation, Rostov-on-Don. E-mail: vitaly.omelchenko@mail.ru
Terminal filtering of stochastic processes observed on a finite time interval

S.V. Sokolov1, E.G. Chub2, A.A. Manin3

1 North Caucasus Branch of Moscow Technical University of Communications and Informatics (Rostov-on-Don, Russia)

2 Don State Technical University (Rostov-on-Don, Russia)

Stability analysis of trajectories for three-dimensional nonlinear dynamical systems

O.V. Druzhinina1, E.V. Lisovsky2

1 FRC “Computer Science and Control” of RAS (Moscow)

1 V.A. Trapeznikov Institute of Control Sciences of RAS (Moscow)

2 Kaluga branch of the Bauman MSTU (Kaluga, Russia)

Investigation of the stability of trajectories for three-dimensional nonlinear dynamic system using an accompanying coordinate reference

O.N. Masina1, O.V. Druzhinina2, E.V. Lisovsky3

1, 2 Bunin Yelets State University (Yelets, Russia)
2 FRC «Computer Science and Control» of RAS (Moscow)
2 V.A. Trapeznikov Institute of Control Sciences of RAS (Moscow)
3 Kaluga branch of the Moscow State Technical University n. a. N.E. Bauman
1olga121@inbox.ru; 2 ovdruzh@mail.ru; 3levgenijv@gmail.com