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Wojciech Szumiński
Wojciech Szumiński
PhD, Institute of Physics, University of Zielona Góra
在 if.uz.zgora.pl 的电子邮件经过验证 - 首页
标题
引用次数
引用次数
年份
Integrability analysis of chaotic and hyperchaotic finance systems
W Szumiński
Nonlinear Dynamics 94, 443-459, 2018
312018
Dynamics of multiple pendula without gravity
W Szuminski
Chaotic Modeling and Simulation 1, 57-67, 2014
282014
Note on integrability of certain homogeneous Hamiltonian systems
W Szumiński, AJ Maciejewski, M Przybylska
Physics Letters A 379 (45-46), 2970-2976, 2015
242015
Non-integrability of the dumbbell and point mass problem
AJ Maciejewski, M Przybylska, L Simpson, W Szumiński
Celestial Mechanics and Dynamical Astronomy 117, 315-330, 2013
182013
Non-integrability of flail triple pendulum
M Przybylska, W Szumiński
Chaos, Solitons & Fractals 53, 60-74, 2013
172013
Non-integrability of restricted double pendula
T Stachowiak, W Szumiński
Physics Letters A 379 (47-48), 3017-3024, 2015
152015
Note on integrability of certain homogeneous Hamiltonian systems in 2D constant curvature spaces
AJ Maciejewski, W Szumiński, M Przybylska
Physics Letters A 381 (7), 725-732, 2017
112017
Differential Galois integrability obstructions for nonlinear three-dimensional differential systems
W Szumiński, M Przybylska
Chaos: An Interdisciplinary Journal of Nonlinear Science 30 (1), 2020
102020
On certain integrable and superintegrable weight-homogeneous Hamiltonian systems
W Szumiński
Communications in Nonlinear Science and Numerical Simulation 67, 600-616, 2019
102019
Integrability analysis of natural Hamiltonian systems in curved spaces
W Szumiński
Communications in Nonlinear Science and Numerical Simulation 64, 246-255, 2018
102018
Non-integrability of the semiclassical Jaynes–Cummings models without the rotating-wave approximation
A Maciejewski, W Szumiński
Applied Mathematics Letters 82, 132-139, 2018
82018
Anisotropic Kepler and anisotropic two fixed centres problems
AJ Maciejewski, M Przybylska, W Szumiński
Celestial Mechanics and Dynamical Astronomy 127, 163-184, 2017
82017
Dynamics and integrability analysis of two pendulums coupled by a spring
W Szumiński, D Woźniak
Communications in Nonlinear Science and Numerical Simulation 83, 105099, 2020
72020
A new model of variable-length coupled pendulums: from hyperchaos to superintegrability
W Szumiński
Nonlinear Dynamics 112 (6), 4117-4145, 2024
62024
Dynamics of multiple pendula
W Szuminski
University of Zielona Gora, Olsztyn 57, 2012
62012
Dynamics and integrability of the swinging Atwood machine generalisations
W Szumiński, AJ Maciejewski
Nonlinear Dynamics 110 (3), 2101-2128, 2022
52022
Comment on “Hyperchaos in constrained Hamiltonian system and its control” by J. Li, H. Wu and F. Mei
W Szumiński, M Przybylska, AJ Maciejewski
Nonlinear Dynamics 101 (1), 639-654, 2020
52020
Dynamics and non-integrability of the double spring pendulum
W Szumiński, AJ Maciejewski
Journal of Sound and Vibration, 118550, 2024
32024
Destructive relativity
M Przybylska, W Szumiński, AJ Maciejewski
Chaos: An Interdisciplinary Journal of Nonlinear Science 33 (6), 2023
32023
Chaos and integrability of relativistic homogeneous potentials in curved space
W Szumiński, M Przybylska, AJ Maciejewski
Nonlinear Dynamics 112 (6), 4879-4898, 2024
12024
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