Dr.Sc. in Physics and Mathematics, Professor
of Theoretical Physics Department Named by Academician I.M.Lifshits

   Was born June, 22, 1952 in Savintsy, Kharkiv Region (Ukraine). Graduated from Kharkov State University in 1974.
   Post-graduate Study in Kharkov State University, 1974-1977.
   PhD Phys & Math, ILTPE, 1984. Thesis: "Nonlinear self-localized excitations in one-dimensional crystals".
   DSc Phys & Math , ILTPE, 2002. Thesis: "The Nonlinear resonance phenomena and dynamics of solitons in low-dimensional systems with dispersion".
   Has been working at B.Verkin Institute for Low Temperature Physics and Engineering of the National Academy of Sciences of Ukraine (ILTPE) as a junior researcher from 1978 to 1986, as a researcher from 1986 to 1991, then as a senior researcher from 1991 to 2004. Since 2004 is a leading researcher of ILTPE.
   Since 2006 is a professor of the department of theoretical physics V.N.Karazin Kharkiv National University concurrently.
   In 2008 was awarded by the Diploma of Presidium of the National Academy of Sciences of Ukraine.    Was in charge of co-executor of many international projects.
   Since 2007 is the Member of the Council, and from 2010 to the present is the Scientific Secretary of the Specialized Scientific Council D 64.175.02 at the B.Verkin Institute for Low Temperature Physics and Engineering of the National Academy of Sciences of Ukraine.
   Member of the editorial board of the journal “Low Temperature Physics” 2016.
     Hasm more than 100 publications.

Research interests:
1. M.M. Bogdan, AS Kovalev. Exact multisoliton solution of one-dimensional Landau-Lifshitz equations for an anisotropic ferromagnet. JETP Lett. 31, No.8, 424-427 (1980).
2. I.V. Barashenkov, M.M. Bogdan, V.I. Korobov. Stability diagram of the phase-locked solitons in the parametrically driven, damped nonlinear Schrödinger equation. Europhysics Letters, 15, No. 2, 113 (1991).
3. M Bondila, IV Barashenkov, MM Bogdan. Topography of attractors of the parametrically driven nonlinear Schrödinger equation. Physica D: Nonlinear Phenomena, 87, No. 1-4, 314-320 (1995).
4. M.M. Bogdan, A.S. Kovalev, I.V. Gerasimchuk. Dynamics and stability of localized modes in nonlinear media with point defects. Low Temperature Physics, 23, No. 2, 145-152 (1997).
5. M.M. Bogdan, A.M. Kosevich, G.A. Maugin. Soliton complex dynamics in strongly dispersive medium. Wave Motion, 34, No.1, 1-26 (2001).
6. M.M. Bogdan, A.M. Kosevich, I.V. Manzhos. Stabilization of a magnetic soliton(Bion) as a result of parametric excitation of one-dimensional ferromagnet. Low Temperature Physics, 11, No. 9, 991-993 (1985).
7. M.M. Bogdan, G.A. Maugin. Exact discrete breather solutions and conservation laws of lattice equations. Proceedings of Estonian Academy of Sciences Physics and Mathematics, 52, No.1, 76-84 (2003).
8. O.V. Charkina, M.M. Bogdan. Internal modes of solitons and near-integrable highly-dispersive nonlinear systems. Symmetry, integrability and geometry: methods and applications, 2 , No. 047 (12) (2006).
9. M.M. Bogdan, O.V. Charkina. Local negative magnetic permeability and possibility of observation of breather excitations in magnetic metamaterials, Low Temperature Physics. V.40, N3, 234-238 (2014).
10. M.M. Bogdan, O.V. Charkina. Spin waves in easy-axis antiferromagnets with precessing domain walls. Low Temperature Physics, V.40, N1, 84-90 (2014).
11. D.V. Laptev M.M. Bogdan. Nonlinear periodic waves solutions of the nonlinear self-dual network equations. Journal of Mathematical Physics, V.55, No.4, 042903-1-042903-22, (2014).
12. M.M. Bogdan and D.V. Laptev. Exact Description of the Discrete Breathers and Solitons Interaction in the Nonlinear Transmission Lines. Journal of the Physical Society of Japan, V.83, No.6, 064007-1-064007-9 (2014).
13. O.V. Charkina, M.M. Bogdan Localized excitations and scattering of spin waves in ferromagnetic chains containing magnetic nanoclusters Low Temperature Physics. V.44, N7, 644-650 (2018).
14. M.M. Bogdan, V.I. Belan, O.V. Charkina. The effect of the magnetic field on the stability and excitation spectrum of spin nanoclusters in anisotropic ferromagnetic chains. Low Temperature Physics. V.44, N12, 1331-1340 (2018).