Dynamics of test bodies in the relativistic theory of gravitation A. A. LogunovYu. M. Loskutov OriginalPaper Pages: 113 - 118
Exterior axisymmetric solution for a rotating body in the relativistic theory of gravitation A. A. VlasovA. A. Logunov OriginalPaper Pages: 118 - 125
Field algebras in quantum theory with indefinite metric. III. Spectrum of modular operator and Tomita's fundamental theorem K. Yu. DadashyanS. S. Khoruzhii OriginalPaper Pages: 125 - 133
Anderson localization in the nondiscrete maryland model V. A. GeilerV. A. Margulis OriginalPaper Pages: 133 - 140
Periodic intermediate long wave equation: The undressing method D. R. LebedevA. O. Radul OriginalPaper Pages: 140 - 147
Model of dynamical breaking of chiral symmetry and quark condensate M. L. NekrasovV. E. Rochev OriginalPaper Pages: 147 - 151
Higher orders of perturbation theory in the neighborhood of a classical solution V. B. Tverskoi OriginalPaper Pages: 152 - 157
General representation of physical quantities in scheme-invariant perturbation theory and its optimization V. I. VovkS. I. Maksimov OriginalPaper Pages: 158 - 164
Nonequilibrium statistical hydrodynamics of ionic systems D. N. ZubarevM. V. Tokarchuk OriginalPaper Pages: 164 - 178
Covariant formalism of reductions of superconformal gauge theories to Poincaré supergravities N. G. PletnevV. S. Serebryakov OriginalPaper Pages: 179 - 186
Principal singularities of the S matrix for a system of one-dimensional particles V. S. BuslaevN. A. Kaliteevskii OriginalPaper Pages: 187 - 195
Debye screening in spatially inhomogeneous systems of charged particles A. I. PilyavskiiA. L. Rebenko OriginalPaper Pages: 195 - 203
Criteria of separability of the variables in the dirac equation in gravitational fields I. E. AndrushkevichG. V. Shishkin OriginalPaper Pages: 204 - 214
Effective lagrangian of\(A^3 (v\bar v)\) interaction and the\(\gamma \gamma \to \gamma (v\bar v)\) process in the two-dimensional approximation of quantum electrodynamics Yu. M. LoskutovV. V. Skobelev OriginalPaper Pages: 215 - 219
Veselov-novikov equation as a natural two-dimensional generalization of the Korteweg-de Vries equation L. V. Bogdanov OriginalPaper Pages: 219 - 223