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Nikolaenko, Stanislav Sergeevich

Author ID: nikolaenko.stanislav-sergeevich Recent zbMATH articles by "Nikolaenko, Stanislav Sergeevich"
Published as: Nikolaenko, S. S.; Nikolaenko, Stanislav Sergeevich; Nikolaenko, Stanislav S.
Documents Indexed: 7 Publications since 2013
Co-Authors: 1 Co-Author with 1 Joint Publication
147 Co-Co-Authors

Co-Authors

6 single-authored
1 Fomenko, Anatoliĭ Timofeevich

Publications by Year

Citations contained in zbMATH Open

7 Publications have been cited 42 times in 28 Documents Cited by Year
The Chaplygin case in dynamics of a rigid body in fluid is orbitally equivalent to the Euler case in rigid body dynamics and to the Jacobi problem about geodesics on the ellipsoid. Zbl 1358.37097
Fomenko, A. T.; Nikolaenko, S. S.
14
2015
Topological classification of the Goryachev integrable systems in the rigid body dynamics: non-compact case. Zbl 1395.37042
Nikolaenko, S. S.
7
2017
Topological classification of Hamiltonian systems on two-dimensional noncompact manifolds. Zbl 1456.37062
Nikolaenko, Stanislav S.
6
2020
Topological classification of the Goryachev integrable case in rigid body dynamics. Zbl 1347.37106
Nikolaenko, S. S.
6
2016
A topological classification of the Chaplygin systems in the dynamics of a rigid body in a fluid. Zbl 1336.37046
Nikolaenko, S. S.
5
2014
Topological classification of non-compact 3-atoms with a circle action. Zbl 1512.37067
Nikolaenko, Stanislav Sergeevich
2
2021
The number of connected components in the preimage of a regular value of the momentum mapping for the geodesic flow on ellipsoid. Zbl 1333.53123
Nikolaenko, S. S.
2
2013
Topological classification of non-compact 3-atoms with a circle action. Zbl 1512.37067
Nikolaenko, Stanislav Sergeevich
2
2021
Topological classification of Hamiltonian systems on two-dimensional noncompact manifolds. Zbl 1456.37062
Nikolaenko, Stanislav S.
6
2020
Topological classification of the Goryachev integrable systems in the rigid body dynamics: non-compact case. Zbl 1395.37042
Nikolaenko, S. S.
7
2017
Topological classification of the Goryachev integrable case in rigid body dynamics. Zbl 1347.37106
Nikolaenko, S. S.
6
2016
The Chaplygin case in dynamics of a rigid body in fluid is orbitally equivalent to the Euler case in rigid body dynamics and to the Jacobi problem about geodesics on the ellipsoid. Zbl 1358.37097
Fomenko, A. T.; Nikolaenko, S. S.
14
2015
A topological classification of the Chaplygin systems in the dynamics of a rigid body in a fluid. Zbl 1336.37046
Nikolaenko, S. S.
5
2014
The number of connected components in the preimage of a regular value of the momentum mapping for the geodesic flow on ellipsoid. Zbl 1333.53123
Nikolaenko, S. S.
2
2013

Citations by Year