B. S. Getmanov

发表

Yang-Mills-Higgs soliton dynamics in 2+1 dimensions

P. Sutcliffe, B. S. Getmanov, 1998 .

Integrable two-dimensional Lorentz-invariant nonlinear model of a complex scalar field (complex sine-Gordon II)

B. S. Getmanov, 1981 .

New Lorentz-invariant system with exact multisoliton solutions

B. S. Getmanov, 1977 .

Integrable model of a nonlinear complex scalar field with nontrivial asymptotic behavior of soliton solutions

B. S. Getmanov, 1979 .

The unified approach to integrable relativistic equations: soliton solutions over nonvanishing backgrounds. II

V. Kovtun, B. S. Getmanov, I. Barashenkov, 1993 .

Multisoliton solutions in the scheme for unified description of integrable relativistic massive fields. Non-degeneratesl(2, ℂ) case

B. S. Getmanov, I. Barashenkov, 1987 .

N-Soliton-type solutions of the self-dual Yang-Mills equations inM4

R. Bullough, P. Sutcliffe, B. S. Getmanov, 1994 .

N-monopole soliton-type solutions of the self-duality equations for an SU (2) gauge theory in Minkowski space-time

B. S. Getmanov, 1990 .

Computer study of the dynamics of weak anisotropic Langmuir turbulence

E. P. Zhidkov, V. Makhankov, B. S. Getmanov, 1976 .