Theory of gravitation based on Minkowski space and the principle of geometrization A. A. VlasovA. A. LogunovM. A. Mestvirishvili BriefCommunication Pages: 1167 - 1169
Relativistic theory of gravitation A. A. LogunovM. A. Mestvirishvili OriginalPaper Pages: 1170 - 1183
Methods of Weyl representation of the phase space and canonical transformations. I V. G. Budanov OriginalPaper Pages: 1183 - 1195
Lattice sine-Gordon model with local Hamiltonian N. M. BogolyubovA. G. Izergin OriginalPaper Pages: 1195 - 1204
A generalization of the model with Φ4interaction D. V. Meshcheryakov OriginalPaper Pages: 1205 - 1211
Local Hamiltonians for integrable quantum models on a lattice. II V. O. Tarasov OriginalPaper Pages: 1211 - 1215
Renormalization-group equations in curved space-time I. L. Bukhbinder OriginalPaper Pages: 1215 - 1219
System of exact equations for the mass operator of quasiparticles interacting with phonons N. V. Tkach OriginalPaper Pages: 1220 - 1225
Structure functions of deep inelastic scattering and e+e− annihilation at small x in QCD G. M. Zinov'evO. P. PavlenkoV. P. Shelest OriginalPaper Pages: 1226 - 1232
Dynamical variable and chiral properties of the vacuum in the Schwinger model A. V. Kiselev OriginalPaper Pages: 1233 - 1241
Solvable model of the relativistic two-fermion bound-state problem with infinitely rising potentials Z. K. SilagadzeA. A. Khelashvili OriginalPaper Pages: 1241 - 1248
Hopping migration of quasiparticles in one-dimensional disordered systems K. A. Pronin OriginalPaper Pages: 1249 - 1256
Dynamics of orientation fluctuations. Order parameter of a nematic liquid crystal V. A. KonoplevVl. K. Pershin OriginalPaper Pages: 1256 - 1261
Cluster properties and bound states of the Yang-Mills model with compact gauge group. I R. A. MinlosP. V. Khrapov OriginalPaper Pages: 1261 - 1265
Representation of the solutions of some manycomponent problems of linear conjugation in the case when the partial indices are negative O. V. Meunargiya BriefCommunication Pages: 1265 - 1267
A parametrization of the Baker-Campbell-Hausdorff formula for boson superfields in a lie algebra M. A. Gabeskiriya BriefCommunication Pages: 1268 - 1269
