ISSN 0869-6632 (Print)
ISSN 2542-1905 (Online)


Seleznev Evgeny Petrovich

Seleznev Evgeny Petrovich's picture
Lastname: 
Seleznev
First name: 
Evgeny
Middle name: 
Petrovich
Sex: 
Male
Degree: 
Doctor of Sciences
Academic rank: 
Docent
Position: 
Зам.директора по научной работе СФ ИРЭ РАН
Country: 
Russia
Additional information: 
Имеет более 150 научных работ.

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Статьи автора

Авторы Название статьи Журнал
Kuznetsov A. P., Popova E. S., Seleznev E. P., Stankevich N. V. Doubling and destruction of the tri-frequencies torus in the nonlinear oscillator under quasi-periodic exitation: experiment
Kuznetsov S. P., Ponomarenko V. I., Seleznev E. P. Autonomous system generating hyperbolic chaos: circuit simulation and experiment
Bezruchko B. P., Prokhorov M. D., Seleznev E. P. How objects which "must not exist really" can be seen in experiment
Ponomarenko V. I., Prokhorov M. D., Seleznev E. P. Estimation of characteristics of self-oscillating time-delay systems in periodic regime
Seleznev E. P., Zaharevich A. M. Control parameter space of a nonlinear oscillator under quasiperiodic driving
Kuznetsov A. P., Emelianova Y. P., Seleznev E. P. Synchronization in coupled self­sustained oscillators with non­-identical parameters
Kuznetsov A. P., Seleznev E. P., Stankevich N. V. The research of excited by external signal system of two coupled van der Pol oscillators at transition to the regime of amplitude death in the autonomous system
Bezruchko B. P., Ponomarenko V. I., Seleznev E. P. Experimental studies of chaotic dynamics near the Theorist
Ponomarenko V. I., Prokhorov M. D., Karavaev A. S., Seleznev E. P., Dikanev T. V. Recovery of dynamical models of time-delay systems from time series
Bezruchko B. P., Seleznev E. P., Ponomarenko V. I., Prokhorov M. D., Smirnov D. A., Dikanev T. V., Sysoev I. V., Karavaev A. S. Special approaches to global reconstruction of equations from time series
Bezruchko B. P., Prokhorov M. D., Seleznev E. P. Oscillation types, multistability, and basins of attractors in symmetrically coupled period-doubling systems
Seleznev E. P., Zaharevich A. M. Fractal properties оf synchronous chaos in coupled maps
Seleznev E. P., Zaharevich A. M. Structure of the control parameters space in the model of the nonlinear oscillator under two-frequency driving
Seleznev E. P., Dudova A. S. Types of cycles symmetry in coupled period doubling systems
Bezruchko B. P., Seleznev E. P., Smirnov D. A. Reconstructing equations of a nonautonomous nonlinear oscillator from a time series: models, experiment
Bezruchko B. P., Jalnine A. Y., Prokhorov M. D., Seleznev E. P. Large discrete nonlinear models of periodically driven RL-diode circuit
Astahov S. V., Bezruchko B. P., Seleznev E. P., Smirnov D. A. Evolution of basins of attraction for coupled period doubling systems
Bezruchko B. P., Kuznetsov S. P., Pikovsky A. S., Seleznev E. P., Feudel U. On dynamics of nonlinear systems under external quasi-periodic force near the terminal point of the torus-doubling bifurcation curve