

Yevgen Bilokolos, Head of Department of Theoretical Physics
Contact information:
Institute of Magnetism
36b Vernadsky Blvd.
Kyiv 03142
bel@imag.kiev.ua
phone: +380 44 424 34 20
fax: +380 44 424 10 20

Prof.  National Taras Shevchenko University of Kyiv, Kyiv, Ukraine (1989).
D.Sc.  Institute of Theoretical Physics, Kyiv, Ukraine (1982).
Ph.D.  Institute of Electrochemistry, Moskow, Russia (1965).
M.Sc.  Moscow Engineering Physics Institute, Moskow, Russia (1962).
Research interests
Theoretical physics and applied mathematics. Completely integrable classical and quantum problems.
Professional experience
 Head of department (ç 1997), Principal research scientist (19951997)  Institute of Magnetism, Kyiv, Ukraine.
 Senior research scientist (19851995)  Institute of Metal Physics, Kyiv, Ukraine.
 Senior research scientist (19701985)  Institute of Theoretical Physics, Kyiv, Ukraine.
 Senior research scientist (19651970)  Donetsk Institute of Physics and Technics, Donetsk, Ukraine.
 Postgraduate student (19621965)  Institute of Electrochemistry, Moskow, Russia.
Teaching
Publications
More than 90 papers in refereed journals.
Selected Papers
 Belokolos E.D. Initial and boundary value problems for the sineGordon equation.  In: "Algebraic and Geometric methods in Mathematical Physics", eds., A. Boutet de Monvel and V. Marchenko, Netherlands: Kluwer Acad. Publ. 1996, pp 263275.
 Belokolos E.D., Kolejuk O.K., Musienko O.A. Exactly solvable model of statistical mechanics with a countable set of phases.  Phys. Rev. Lett. v. 67, N 1, 7476, 1991.
 Belokolos E.D., Bobenko A.I., Enolskii V.Z, Matveev V.B. Algebraicgeometric principles of superposition of finitezone solutions of integrable nonlinear equations.  Russian Math. Surveys., V. 41, 149, 1986.
 Belokolos E.D., Petrina D.Ya. On a connection of the approximating Hamiltonian method and the finitegap integration method.  Doklady AN SSSR, v. 275, N 3, 580582, 1984.
 Belokolos E.D., Bobenko A.I., Enolskii V.Z.,Its A.R., Matveev V.B. Algebrogeometrical approach to nonlinear integrable equations.  Springer Series in Nonlinear Dynamics, Berlin: SpringerVerlag 1994, XII+320 p.
 Belokolos E.D. PeierlsFrohlich problem and potentials with finite number of gaps.  Teoret. Mat. Fiz., v.45, N2, 268275, 1980; ibid., v.48, N1, 6069, 1981.
 Belokolos E.D. Quantum particle in onedimensional deformed lattice.  Teoret. Mat. Fiz., v.23, N3, 344357, 1975; ibid., v.26, N1, 3541, 1976.
