Follow
Valerii Samoilenko; V.H.Samoylenko; V.H.Samoilenko; V.Hr.Samoylenko; V.G.Samoilenko; Valeriy Hr
Valerii Samoilenko; V.H.Samoylenko; V.H.Samoilenko; V.Hr.Samoylenko; V.G.Samoilenko; Valeriy Hr
Institute of Mathematics of National Academy of Sciences of Ukraine
Verified email at imath.kiev.ua
Title
Cited by
Cited by
Year
Nonlinear dynamical systems of mathematical physics: spectral and symplectic integrability analysis
D Blackmore, AK Prykarpatsky, VH Samoylenko
World Scientific Publishing Company Incorporated, 2011
1702011
Integrable dynamical systems: spectral and differential-geometric aspects
YA Mitropol’skii, NN Bogolyubov, AK Prikarpatskii, VG Samoilenko
Mitropolskiy, N. Bogoliubov, A. Prikarpatskiy, V. Samoilenko. Kyiv: Naukova …, 1987
118*1987
The inverse periodic problem for a discrete approximation of a nonlinear Schrödinger equation
NN Bogolyubov Jr, AK Prikarpatskii
Soviet Physics Doklady 27, 113, 1982
401982
The structure of Darboux-type binary transformations and their applications in soliton theory
AM Samoilenko, YA Prykarpatsky, VG Samoylenko
Ukr. Mat. Zhurnal 55 (12), 1704—1723, 2003
35*2003
Algebraic structure of the gradient‐holonomic algorithm for Lax integrable nonlinear dynamical systems. I
AK Prykarpatsky, VH Samoilenko, RI Andrushkiw, YO Mitropolsky, ...
Journal of Mathematical Physics 35 (4), 1763-1777, 1994
32*1994
Iєрархiя рiвнянь Кадомцева-Петвiашвiлi з нелокальними в’язями: Багатовимiрнi узагальнення та точнi розв’язки редукованих систем
АМ Самойленко, ВГ Самойленко, ЮМ Сидоренко
Укр. мат. журн 51 (1), 78-97, 1999
31*1999
On periodic solutions of the equation of a nonlinear oscillator with pulse influence
AM Samoilenko, VG Samoilenko, VV Sobchuk
Ukrainian Mathematical Journal 51 (6), 926-933, 1999
29*1999
On the self-adjointness of differential operators with finitely or infinitely many variables, and evolution equations
YM Berezanskii, VG Samoilenko
Russian Mathematical Surveys 36 (5), 1, 1981
291981
Asymptotic Expansions for One-Phase Soliton-Type Solutions of the Korteweg-De Vries Equation with Variable Coefficients.
VH Samoilenko, YI Samoilenko
Ukrainian Mathematical Journal 57 (1), 2005
27*2005
Discrete periodic problem for the modified nonlinear Korteweg-de Vries equation
NN Bogolyubov, AK Prikarpatskii, VG Samoilenko
Theoretical and Mathematical Physics 50 (1), 75-81, 1982
271982
Algebraic scheme of discrete approximations of linear and nonlinear dynamical systems of mathematical physics
YA Mitropol'skii, AK Prikarpatskii, VG Samoilenko
Ukrainian Mathematical Journal 40 (4), 388-392, 1988
22*1988
Asymptotic solutions of the Cauchy problem for the singularly perturbed Korteweg-de Vries equation with variable coefficients
VH Samoilenko, YI Samoilenko
Ukrainian Mathematical Journal 59 (1), 126-139, 2007
20*2007
Нелинейная модель типа Шредингера: законы сохранения, гамильтонова структура и полная интегрируемость
НН Боголюбов, АК Прикарпатский, АМ Курбатов, ВГ Самойленко
Теоретическая и математическая физика 65 (2), 271-284, 1985
20*1985
Deposition of zirconium carbide coatings acting as diffusion barriers in composites consisting of a metallic matrix and refractory metal fibers
VG Samoilenko, LN Pereselentseva
Soviet Powder Metallurgy and Metal Ceramics 14, 725-728, 1975
181975
Асимптотичні m-фазові солітоноподібні розв'язки сингулярно збуреного рівняння Кортевега - де Фріза зі змінними коефіцієнтами
VG Samoilenko, YI Samoilenko
Ukrains’ kyi Matematychnyi Zhurnal 64 (7), 970-87, 2012
17*2012
The Lyapunov–Schmidt Approach to Studying Homoclinic Splitting in Weakly Perturbed Lagrangian and Hamiltonian Systems
AM Samoilenko, AK Prykarpatsky, VH Samoylenko
Український математичний журнал, 2003
172003
Просторово-двовимiрне узагальнення iєрархiї Кадомцева-Петвiашвiлi з нелокальними в’язями
ЮО Митропольський, ВГ Самойленко, ЮМ Сидоренко
Доповiдi НАН України, 19-23, 1999
17*1999
Geometric quantization of Neumann‐type completely integrable Hamiltonian systems
IV Mykytiuk, AK Prykarpatsky, RI Andrushkiw, VH Samoilenko
Journal of Mathematical Physics 35 (4), 1532-1548, 1994
171994
Asymptotic two-phase solitonlike solutions of the singularly perturbed Korteweg-de Vries equation with variable coefficients
VH Samoilenko, YI Samoilenko
Ukrainian Mathematical Journal 60 (3), 449-461, 2008
14*2008
The Delsarte-Darboux type binary transformations and their differenetial-geometric and operator staructure
YA Prykarpatsky, AM Samoilenko, AK Prykarpatsky, VH Samoylenko
arXiv preprint math-ph/0403055 1, 2004
142004
The system can't perform the operation now. Try again later.
Articles 1–20