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Chaotic discrete breathers in bcc lattice
Kolesnikov, I.D., Shcherbinin, S.A., Bebikhov, Yu.V., Korznikova, E.A., Shepelev, I.A., Kudreyko, A.A., Dmitriev, S.V. (2024)
mode (DNVM) can create chaotic discrete breathers (DBs) in a nonlinear lattice. A necessary condition
Chaotic discrete breathers and their effect on macroscopic properties of triangular lattice
Upadhyaya, A., Semenova, M.N., Kudreyko, A.A., Dmitriev, S.V. (2022)
The localization of energy on chaotic discrete breathers (DBs) arising in a two- dimensional
SPHERICALLY LOCALIZED DISCRETE BREATHERS IN BCC METALS V AND NB
KRYLOVA, K.A., DMITRIEV, S.V., LOBZENKO, I.P., SEMENOV, A.S., KUDREYKO, A.A. (2020)
Discrete breathers (DBs), also called intrinsic localized modes (ILMs), are spatially localized
TWO-DIMENSIONAL DISCRETE BREATHERS IN FCC METALS
BACHURINA, O.V., KUDREYKO, A.A. (2020)
The interest in discrete breathers (DB), i.e. a time-periodic and spatially localized vibrational
Two-component localized vibrational modes in fcc metals
Bachurina, OV, Kudreyko, AA (2021)
Discrete breathers (DB) are spatially localized vibrational modes of large amplitude in a defect
Influence of two-dimensional discrete breathers on the macroscopic properties of fcc metals
Bachurina, O.V., Kudreyko, A.A., Bachurin, D.V. (2025)
the influence of two-dimensional discrete breathers (DBs) excited using four one-component DNVMs
НОВЫЕ ТИПЫ ОДНОМЕРНЫХ ДИСКРЕТНЫХ БРИЗЕРОВ В ДВУМЕРНОЙ РЕШЕТКЕ
NEW TYPES OF ONE-DIMENSIONAL DISCRETE BREATHERS IN A TWO-DIMENSIONAL LATTICE
СЕМЕНОВ, АЛЕКСАНДР СЕРГЕЕВИЧ, МУРЗАЕВ, РАМИЛЬ ТУХФАТОВИЧ, БЕБИХОВ, ЮРИЙ ВЛАДИМИРОВИЧ, КУДРЕЙКО, АЛЕКСЕЙ АЛЬФРЕДОВИЧ, ДМИТРИЕВ, СЕРГЕЙ ВЛАДИМИРОВИЧ, SEMENOV ALEXANDER SERGEEVICH, MURZAEV RAMIL TUHFATOVICH, BEBIKHOV YURI VLADIMIROVICH, KUDREYKO ALEKSEY ALFREDOVICH, DMITRIEV SERGEY VLADIMIROVICH (2020)
NEW TYPES OF ONE-DIMENSIONAL DISCRETE BREATHERS IN A TWO-DIMENSIONAL LATTICE
Atomistic study of two-dimensional discrete breathers in hcp titanium
Bachurina, O.V., Murzaev, R.T., Kudreyko, A.A., Dmitriev, S.V., Bachurin, D.V. (2022)
modes in a defect free nonlinear crystal lattice, i.e., discrete breathers (DBs). For that, dynamics
УПРАВЛЕНИЕ С ПОМОЩЬЮ ВНЕШНЕГО МАГНИТНОГО ПОЛЯ ПАРАМЕТРАМИ МАГНИТНОГО БРИЗЕРА В ТРЁХСЛОЙНОЙ ФЕРРОМАГНИТНОЙ СТРУКТУРЕ
EXTERNAL MAGNETIC FIELD CONTROL OF THE MAGNETIC BREATHER PARAMETERS IN A THREE-LAYER FERROMAGNETIC STRUCTURE
ЕКОМАСОВ, ЕВГЕНИЙ ГРИГОРЬЕВИЧ, НАЗАРОВ, ВЛАДИМИР НИКОЛАЕВИЧ, ГУМЕРОВ, АЗАМАТ МАРАТОВИЧ, САМСОНОВ, КИРИЛЛ ЮРЬЕВИЧ, МУРТАЗИН, РАМИЛЬ РАВИЛЕВИЧ, EKOMASOV EVGENY GRIGORIEVICH, NAZAROV VLADIMIR NIKOLAYEVICH, GUMEROV AZAMAT MARATOVICH, SAMSONOV KIRILL YUREVICH, MURTAZIN RAMIL RAVILEVICH (2020)
EXTERNAL MAGNETIC FIELD CONTROL OF THE MAGNETIC BREATHER PARAMETERS IN A THREE-LAYER FERROMAGNETIC
Fractional Levy stable motion: Finite difference iterative forecasting model
Liu, H., Song, W., Li, M., Kudreyko, A., Zio, E. (2020)
with the LRD characteristics was obtained by discretization of FSDE. The Monte Carlo method was applied

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