N-monopole soliton-type solutions of the self-duality equations for an SU (2) gauge theory in Minkowski space-time von Getmanov, B.S.

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The unified approach to integrable relativistic equations: Soliton solutions over nonvanishing backgrounds. II von Barashenkov, I. V., Getmanov, B. S.

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The unified approach to integrable relativistic equations: Soliton solutions over nonvanishing backgrounds. I von Barashenkov, I. V., Getmanov, B. S., Kovtun, V. E.

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Multisoliton solutions in the scheme for unified description of integrable relativistic massive fields. Non-degenerate sl(2,C) case von HARASHENKOV, I. V, GETMANOV, B. S

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Yang-Mills-Higgs soliton dynamics in 2+1 dimensions von Getmanov, B. S., Sutcliffe, P. M.

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Computer study of the dynamics of weak anisotropic Langmuir turbulence von Getmanov, B S, Bobyleva, L V, Makhankov, V G, Zhidkov, E P

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N-Soliton-type solutions of the self-dual Yang-Mills equations inM 4 von Bullough, R. K., Getmanov, B. S., Sutcliffe, P. M.

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Integrable two-dimensional Lorentz-invariant nonlinear model of a complex scalar field (complex sine-Gordon II) von Getmanov, B. S.

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Multisoliton solutions in the scheme for unified description of integrable relativistic massive fields. Non-degeneratesl(2, ?) case von Barashenkov, I. V., Getmanov, B. S.

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N-soliton states in the two-dimensional polynomial field theories von Getmanov, B.S.

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Integrable model of a nonlinear complex scalar field with nontrivial asymptotic behavior of soliton solutions von Getmanov, B. S.

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Integrable model with non-trivial interaction between sub- and superluminal solitins von Barashenkov, I.V., Getmanov, B.S., Kovtun, V.E.

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Integrable model with non-trivial interaction between sub- and superluminal solitons von BARASHENKOV, I. V, GETMANOV, B. S, KOVTUN, V. E

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Multisoliton solutions in the scheme for unified description of integrable relativistic massive fields. Nondegenerate {\rm sl}(2,{\bf C}) case von Barashenkov, I. V, Getmanov, B. S

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Динамика солитонов в теории Янга - Миллса - Хиггса в $(2+1)$ измерениях von Гетманов, Б С, Getmanov, B S, Сатклифф, Пол М, Sutcliffe, Paul M

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Vertex function in the theory of the weak interaction of leptons von Getmanov, B. S., Filippov, A. T.

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Development of a 540° Magnetic Buncher Based on Permanent Magnets von Lachynov, S. B., Vinokurov, N. A., Getmanov, Ya. V.

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Estimating the Frequency and Amplitude Parameters of the Serpentine-Emission Type of Geomagnetic Pulsations von Getmanov, V. G., Dovbnya, B. V., Kornilov, A. S.

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The Novosibirsk free electron laser facility von Shevchenko, O. A., Vinokurov, N. A., Arbuzov, V. S., Chernov, K. N., Deichuly, O. I., Dementyev, E. N., Dovzhenko, B. A., Getmanov, Ya. V., Gorbachev, Ya. I., Knyazev, B. A., Kondakov, A. A., Kozak, V. R., Kozyrev, E. V., Krutikhin, S. A., Kubarev, V. V., Kulipanov, G. N., Kuper, E. A., Kuptsov, I. V., Kurkin, G. Ya, Medvedev, L. E., Motygin, S. V., Ovchar, V. K., Osipov, V. N., Petrov, V. M., Pilan, A. M., Popik, V. M., Repkov, V. V., Salikova, T. V., Scheglov, M. A., Sedlyarov, I. K., Serednyakov, S. S., Skrinsky, A. N., Tararyshkin, S. V., Tribendis, A. G., Tcheskidov, V. G., Volkov, V. N.

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Novosibirsk Free Electron Laser: Recent Achievements and Future Prospects von Shevchenko, O. A., Arbuzov, V. S., Vinokurov, N. A., Vobly, P. D., Volkov, V. N., Getmanov, Ya. V, Davidyuk, I. V., Deychuly, O. I., Dementyev, E. N., Dovzhenko, B. A., Knyazev, B. A., Kolobanov, E. I., Kondakov, A. A., Kozak, V. R., Kozyrev, E. V., Kubarev, V. V., Kulipanov, G. N., Kuper, E. A., Kuptsov, I. V., Kurkin, G. Ya, Krutikhin, S. A., Medvedev, L. E., Motygin, S. V., Ovchar, V. K., Osipov, V. N., Petrov, V. M., Pilan, A. M., Popik, V. M., Repkov, V. V., Salikova, T. V., Sedlyarov, I. K., Serednyakov, S. S., Skrinsky, A. N., Tararyshkin, S. V., Tribendis, A. G., Cheskidov, V. G., Chernov, K. N., Shcheglov, M. A.

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