I. I. Kharlamova, A. Y. Savushkin, “On the geometry of motions in one integrable problem of the rigid body dynamics”, Journal of Geometry and Physics, 87 (2015), 266–274
M. P. Kharlamov, I. I. Kharlamova, A. Y. Savushkin, “Vizualization of one class of two frequency motions of a rigid body”, Mekh. Tverd. Tela, 2013, no. 43, 19–28
I. I. Kharlamova, P. E. Ryabov, “Elecronic atlas of bifurcation diagrams of the Kowalevski–Yehia gyrostat”, Vestn. Udmurtsk. Univ. Mat. Mekh. Komp. Nauki, 2011, no. 2, 147–162
I. I. Kharlamova, A. Y. Savushkin, “Bifurcation diagrams involving the linear integral of Yehia”, Journal of Physics A: Math.&Theor., 43:1052 (2010), 0301–0311
I. I. Kharlamova, G. E. Smirnov, “Existence conditions for periodic motions of the Kowalevski gyrostat in double field”, Mekh. Tverd. Tela, 2010, no. 40, 50–62
A. Y. Savushkin, I. I. Kharlamova, “Bifurcation diagrams of integral maps of a top with singular symmetry”, Mekh. Tverd. Tela, 2009, no. 39, 110–120
M. P. Kharlamov, P. E. Ryabov, I. I. Kharlamova, “Topological Atlas of the Kovalevskaya–Yehia Gyrostat”, J. Math. Sci. (N. Y.), 227:3 (2017), 241–386
2015
2.
I. I. Kharlamova, A. Y. Savushkin, “On the geometry of motions in one integrable problem of the rigid body dynamics”, Journal of Geometry and Physics, 87 (2015), 266–274
2014
3.
M. P. Kharlamov, I. I. Kharlamova, “Topological atlases of integrable Hamiltonian systems”, 10th AIMS International Conference on Dynamical Systems, Differential Equations and Application. Abstracts (July 7 – 11, 2014), Universidad Autonoma de Madrid, Madrid, Spain, 2014, 195–195
4.
I. I. Kharlamova, A. Y. Savushkin, “Representation of two frequency motions in mechanical systems”, Pontryagin Readings XXV. Book of Abstracts (May 3–9, 2014), VSU, Voronezh, 2014, 184–185
5.
I. I. Kharlamova, M. P. Kharlamov, A. Yu. Ryabov P.E., Savushkin, “Creating topological atlases in integrable problems of dynamics”, Voronezh Winter Math. Schoool-2014. Book of Abstracts (January 26-30, 2014), VSU, Voronezh, 2014, 389–393
2013
6.
M. P. Kharlamov, P. E. Ryabov, I. I. Kharlamova, “Complete topological atlas of an integrable system with two or three degrees of freedom”, Int. Conference on mathematical control theory and mechanics. Book of Abstracts (July 5–9, 2013), Vladimir State University, Suzdal, 2013, 232–234
7.
I. I. Kharlamova, A. Y. Savushkin, E. G. Shvedov, “Creating topological atlases and the constructor of invariants in two integrable problems of dynamics”, Pontryagin Readings XXIV. Book of Abstracts (May 3–9, 2013), VSU, Voronezh, 2013, 212–212
8.
M. P. Kharlamov, I. I. Kharlamova, A. Y. Savushkin, “Vizualization of one class of two frequency motions of a rigid body”, Mekh. Tverd. Tela, 2013, no. 43, 19–28
2012
9.
A. Y. Savushkin, I. I. Kharlamova, E. G. Shvedov, “Electronic atlas of iso-energetic diagrams of the Kowalevski–Yehia gyrostat”, Izvestiya Volgograd Techn. Univ., 2012, no. 15 (102), 30–35
10.
M. P. Kharlamov, P. E. Ryabov, I. I. Kharlamova, “The Kowalevski–Yehia gyrostat: constructor of invariants”, The International Conference on Differential Equations and Dynamical Systems. Book of Abstracts (June 29–July 4,2012), Vladimir State University, Suzdal, 2012, 171–172
11.
M. P. Kharlamov, I. I. Kharlamova, E. G. Shvedov, “Critical subsystems as a tool to classify bifurcation diagrams of integral mappings”, Pontryagin Readings XXIII. Book of Abstracts (May 3–9, 2012), VSU, Voronezh, 2012, 190–190
2011
12.
I. I. Kharlamova, P. E. Ryabov, “Elecronic atlas of bifurcation diagrams of the Kowalevski–Yehia gyrostat”, Vestn. Udmurtsk. Univ. Mat. Mekh. Komp. Nauki, 2011, no. 2, 147–162
13.
I. I. Kharlamova, E. G. Shvedov, “Electronic atlas of bifurcation diagrams of a heavy top in magnetic field”, Izvestiya Volgograd Techn. Univ., 10:3 (2011), 19–24
2010
14.
M. P. Kharlamov, I. I. Kharlamova, E. G. Shvedov, “Bifurcation diagrams on isoenergetic levels of the Kowalevski–Yehia gyrostat”, Mekh. Tverd. Tela, 2010, no. 40, 77–90
2011
15.
I. I. Kharlamova, “Geometry of critical motions of the Kowalevski top in double force field”, Int. Conference on mathematical control theory and mechanics. Book of Abstracts (July 1–5, 2011), Vladimir State University, Suzdal, 2011, 209–210
16.
I. I. Kharlamova, “Electronic atlases of topological invariants of the Kowalevski–Yehia gyrostat”, Pontryagin Readings XXII. Book of Abstracts (May 3–9, 2011), VSU, Voronezh, 2011, 200–201
17.
I. I. Kharlamova, E. G. Shvedov, “Electronic atlases of bifurcation diagrams of integrable problems in the rigid body dynamics”, XI Int. Conference on stability, control and rigid body dynamics. Book of Abstracts (June 8–12, 2011), IAMM NASU, Donetsk, 2011, 120–121
18.
I. I. Kharlamova, “Geometry of some solutions in the rigid body dynamics”, XI Int. Conference on stability, control and rigid body dynamics. Book of Abstracts (June 8–12, 2011), IAMM NASU, Donetsk, 2011, 120–120
19.
M. P. Kharlamov, I. I. Kharlamova, E. G. Shvedov, “Iso-energetic diagrams of the Kowalevski–Yehia gyrostat”, XI Int. Conference on stability, control and rigid body dynamics. Book of Abstracts (June 8–12, 2011), IAMM NASU, Donetsk, 2011, 117–120
2010
20.
I. I. Kharlamova, A. Y. Savushkin, “Bifurcation diagrams involving the linear integral of Yehia”, Journal of Physics A: Math.&Theor., 43:1052 (2010), 0301–0311
I. I. Kharlamova, G. E. Smirnov, “Existence conditions for periodic motions of the Kowalevski gyrostat in double field”, Mekh. Tverd. Tela, 2010, no. 40, 50–62
22.
I. I. Kharlamova, M. P. Kharlamov, “Geometry of variables separation in some problems of dynamics”, Pontryagin Readings XXI. Book of Abstracts (May 3–9, 2010), VSU, Voronezh, 2010, 241–241
2009
23.
A. Y. Savushkin, I. I. Kharlamova, “Bifurcation diagrams of integral maps of a top with singular symmetry”, Mekh. Tverd. Tela, 2009, no. 39, 110–120
24.
I. I. Kharlamova, “On one spherical coordinate system and its applications to the investigation of irreducible tops”, Russian Conference on dynamical systems and nanomechanics. Book of Abstracts (June 24–28, 2009), RCD Publ., Izhevsk, 2009, 27–27
2008
25.
M. P. Kharlamov, I. I. Kharlamova, “Application of computer algebra to investigation of periodic motions of the generalized Kowalevski gyrostat”, X Int. Conference on stability, control and rigid body dynamics. Book of Abstracts (June 5–10, 2008), IAMM NASU, Donetsk, 2008, 96–97
2007
26.
M. P. Kharlamov, I. I. Kharlamova, “General methods of constructing bifurcation diagrams of integrable Hamiltonian systems”, Voronezh Math. Schoool-2007. Book of Abstracts (January, 2007), VSU, Voronezh, 2007, 236–237