135 citations · 335 across the 19 of their papers we have counts for
20 papers
Multiplexing-based control of stochastic resonance
Vladimir V. Semenov, Anna Zakharova
We show that multiplexing allows to control noise-induced dynamics of multilayer networks in the regime of stochastic resonance. We illustrate this effect on an example of two- and…
Generalized model for steady-state bifurcations without parameters in memristor-based oscillators with lines of equilibria
lvan A. Korneev, Andrei V. Slepnev, Anna S. Zakharova +2
We demonstrate how the pitchfork, transcritical and saddle-node bifurcations of steady states observed in dynamical systems with a finite number of isolated equilibrium points occu…
Synthesis of memristive one-port circuits with piecewise-smooth characteristics
Vladimir V. Semenov
A generalized approach for the implementation of memristive two-terminal circuits with piesewise-smooth characteristics is proposed on the example of a multifunctional circuit base…
Subcritical Andronov-Hopf scenario for systems with a line of equilibria
Ivan A. Korneev, Andrei V. Slepnev, Tatiana E. Vadivasova +1
Using numerical simulation methods and analytical approach, we demonstrate hard self-oscillation excitation in systems with infinitely many equilibrium points forming a line of equ…
Forced synchronization of an oscillator with a line of equilibria
Ivan A. Korneev, Andrei V. Slepnev, Vladimir V. Semenov +1
The model of a non-autonomous memristor-based oscillator with a line of equilibria is studied. A numerical simulation of the system driven by a periodical force is combined with a…
Dissipative solitons for bistable delayed-feedback systems
Vladimir V. Semenov, Yuri L. Maistrenko
We study how nonlinear delayed-feedback in the Ikeda model can induce solitary impulses, i.e. dissipative solitons. The states are clearly identified in a virtual space-time repres…
Synchronization of periodic self-oscillators interacting via memristor-based coupling
Ivan A. Korneev, Vladimir V. Semenov, Tatiana E. Vadivasova
A model of two self-sustained oscillators interacting through memristive coupling is studied. Memristive coupling is realized by using a cubic memristor model. Numerical simulation…
Coherence resonance in an excitable potential well
Tatiana Bogatenko, Vladimir Semenov
The excitable behaviour is considered as motion of a particle in a potential field in the presence of dissipation. The dynamics of the oscillator proposed in the present paper corr…
Self-oscillation excitation under condition of positive dissipation in a state-dependent potential well
Vladimir V. Semenov
The self-oscillatory dynamics is considered as motion of a particle in a potential field in the presence of dissipation. Described mechanism of self-oscillation excitation is not a…
Application of Lagrangian mechanics equations for finding of the minimum distance between smooth submanifolds in N-dimensional Euclidean space -- Part II
Stanislav S. Zub, Sergiy I. Zub, Vladimir V. Semenov
The method of finding the minimal distance between smooth non crossing submanifolds in N-dimensional Euclidean space are presented. It based on solution of the equations that descr…
Andronov-Hopf bifurcation with and without parameter in a cubic memristor oscillator with a line of equilibria
Ivan A. Korneev, Vladimir V. Semenov
The model of a memristor-based oscillator with cubic nonlinearity is studied. The considered system has infinitely many equilibrium points, which build a line of equilibria in the…
Hard and soft excitation of oscillations in memristor-based oscillators with a line of equilibria
Ivan A. Korneev, Tatiana E. Vadivasova, Vladimir V. Semenov
A model of memristor-based Chuas oscillator is studied. The considered system has infinitely many equilibrium points, which build a line of equilibria. Bifurcational mechanisms of…
Noise-induced transitions in a double-well excitable oscillator
Vladimir V. Semenov
The model of a double-well oscillator with nonlinear dissipation is studied. The self-sustained oscillations regime and the excitable one are described. The first regime consists i…
Noise-induced transitions in a double-well oscillator with nonlinear dissipation
Vladimir V. Semenov, Alexander B. Neiman, Tatyana E. Vadivasova +1
We develop a model of bistable oscillator with nonlinear dissipation. Using a numerical simulation and an electronic circuit realization of this system we study its response to add…
A hybrid method without extrapolation step for solving variational inequality problems
Yu. V. Malitsky, V. V. Semenov
In this paper, we introduce a new method for solving variational inequality problems with monotone and Lipschitz-continuous mapping in Hilbert space. The iterative process is based…
Time-delayed feedback control of coherence resonance near subcritical Hopf bifurcation: theory versus experiment
V. Semenov, A. Feoktistov, T. Vadivasova +2
Using the model of a generalized Van der Pol oscillator in the regime of subcritical Hopf bifurcation we investigate the influence of time delay on noise-induced oscillations. It i…
On the origin of superselection rules and different solutions of Thirring model
S. E. Korenblit, V. V. Semenov
The normal forms of different one- and two- parametric solutions of Thirring model are connected with each other by making use of generalized conformal shift transformations. A new…
Finite temperature Thirring model: from linearization through canonical transformations to correct normal form of thermofield solution
V. V. Semenov, S. E. Korenblit
It is shown that exact solvability of the finite temperature massless Thirring model, as well as of its zero temperature case, in canonical quantization scheme originates from the…
On fermionic tilde conjugation rules and thermal bosonization. Hot and cold thermofields
S. E. Korenblit, V. V. Semenov
A generalization of Ojima tilde conjugation rules is suggested, which reveals the coherent state properties of thermal vacuum state and is useful for the thermofield bosonization.…
Massless Thirring model in canonical quantization scheme
S. E. Korenblit, V. V. Semenov
It is shown that the exact solvability of the massless Thirring model in the canonical quantization scheme originates from the intrinsic linearizability of its Heisenberg equations…