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Ivan Korneev
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Numerical and experimental studies of attractors in memristor-based Chua’s oscillator with a line of equilibria. Noise-induced effects
V Semenov, I Korneev, P Arinushkin, G Strelkova, T Vadivasova, ...
The European Physical Journal Special Topics 224 (8), 1553-1561, 2015
482015
Complete synchronization of chaos in systems with nonlinear inertial coupling
IA Korneev, VV Semenov, AV Slepnev, TE Vadivasova
Chaos, Solitons & Fractals 142, 110459, 2021
422021
Andronov–Hopf bifurcation with and without parameter in a cubic memristor oscillator with a line of equilibria
IA Korneev, VV Semenov
Chaos: An Interdisciplinary Journal of Nonlinear Science 27 (8), 2017
292017
Hard and soft excitation of oscillations in memristor-based oscillators with a line of equilibria
IA Korneev, TE Vadivasova, VV Semenov
Nonlinear dynamics 89, 2829-2843, 2017
232017
The impact of memristive coupling initial states on travelling waves in an ensemble of the FitzHugh–Nagumo oscillators
IA Korneev, VV Semenov, AV Slepnev, TE Vadivasova
Chaos, Solitons & Fractals 147, 110923, 2021
222021
Synchronization of periodic self-oscillators interacting via memristor-based coupling
IA Korneev, VV Semenov, TE Vadivasova
International journal of bifurcation and chaos 30 (07), 2050096, 2020
112020
Forced synchronization of an oscillator with a line of equilibria
IA Korneev, AV Slepnev, VV Semenov, TE Vadivasova
The European Physical Journal Special Topics 229, 2215-2224, 2020
92020
Subcritical Andronov–Hopf scenario for systems with a line of equilibria
IA Korneev, AV Slepnev, TE Vadivasova, VV Semenov
Chaos: An Interdisciplinary Journal of Nonlinear Science 31 (7), 2021
62021
Synchronization of Traveling Waves in Memristively Coupled Ensembles of FitzHugh–Nagumo Neurons With Periodic Boundary Conditions
IA Korneev, IR Ramazanov, VV Semenov, AV Slepnev, TE Vadivasova
Frontiers in Physics 10, 886476, 2022
32022
Synchronization self-sustained oscillators interacting through the memristor
IA Korneev, OG Shabalina, VV Semenov, TE Vadivasova
Izvestiya VUZ. Applied Nonlinear Dynamics 26 (2), 24-40, 2018
32018
Generalized model for steady-state bifurcations without parameters in memristor-based oscillators with lines of equilibria
LA Korneev, AV Slepnev, AS Zakharova, TE Vadivasova, VV Semenov
Nonlinear Dynamics 111 (2), 1235-1243, 2023
22023
Feigenbaum scenario without parameters
IA Korneev, IR Ramazanov, AV Slepnev, TE Vadivasova, VV Semenov
Chaos 33 (9), 091102, 2023
12023
Wave processes in a ring of memristively coupled self-excited oscillators
IA Korneev, AV Slepnev, VV Semenov, TE Vadivasova
Izvestiya VUZ. Applied Nonlinear Dynamics 28 (3), 324-340, 2020
12020
Dynamics of two coupled van der Pol–Mathieu oscillators
IR Ramazanov, IA Korneev, TE Vadivasova, AV Slepnev
Chaos, Solitons & Fractals 182, 114839, 2024
2024
Travelling waves in an ensemble of excitable oscillators: the interplay of memristive coupling and noise
IA Korneev, IR Ramazanov, AV Slepnev, TE Vadivasova, VV Semenov
arXiv preprint arXiv:2404.14147, 2024
2024
L\'evy noise-induced coherence resonance in the FitzHugh-Nagumo oscillator: numerical study versus experiment
I Korneev, A Zakharova, VV Semenov
arXiv preprint arXiv:2402.19426, 2024
2024
Synchronization of excitation waves in a two-layer network of FitzHugh–Nagumo neurons with noise modulation of interlayer coupling parameters
IR Ramazanov, IA Korneev, AV Slepnev, TE Vadivasova
ПРИКЛАДНАЯ НЕЛИНЕЙНАЯ ДИНАМИКА 30 (6), 733, 2022
2022
Mutual synchronization of dissipatively coupled memristive self-oscillators
IA Korneev, AV Slepnev, VV Semenov, TE Vadivasova
Izvestiya of Saratov University. Physics 20 (3), 210-221, 2020
2020
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