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Publications in Math-Net.Ru
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Solution of the problem of charge motion in crossed electric and magnetic fields
TMF, 186:3 (2016), 508–514
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Physical Coordinates as Dynamic Variables in Relativistic Theories
TMF, 132:2 (2002), 181–197
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Reparameterization-Invariant Reduction in the Hamiltonian Description of a Relativistic String
TMF, 127:1 (2001), 90–109
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Fermi–Walker transport and the Weyl connection
TMF, 119:1 (1999), 136–141
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Antisymmetric tensor fields and the Weyl gauge theory
TMF, 113:1 (1997), 112–123
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Weyl connection, non-Abelian gauge field, and torsion
TMF, 104:3 (1995), 429–434
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Initial-boundary problem for the relativistic string with massive ends
TMF, 101:2 (1994), 253–271
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Action at a distance and equations of motion of a system of two massive points connected by a relativistic string
TMF, 89:1 (1991), 105–120
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Open string in background non-Abelian field
TMF, 85:2 (1990), 176–182
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Geometrical method of solving the boundary-value problem in the theory of a relativistic string with masses at its ends
TMF, 74:3 (1988), 430–439
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Superstrings: a new approach to a unified theory of fundamental interactions
UFN, 150:4 (1986), 489–524
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Functional integral for systems with constraints that depend explicitly on the time
TMF, 63:1 (1985), 88–96
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Reduction in the model of a relativistic string for arbitrary dimension of Minkowski space
TMF, 59:2 (1984), 209–219
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Bäcklund transformation for the Liouville equation and gauge conditions in the theory of a relativistic string
TMF, 56:2 (1983), 180–191
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General solutions of nonlinear equations in the theory of minimal surfaces
TMF, 52:1 (1982), 3–13
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Generalization of the model of a relativistic string in a geometrical approach
TMF, 45:3 (1980), 365–376
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Solitons in some geometrical field theories
TMF, 40:1 (1979), 15–27
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Geometrical approach to the dynamics of a relativistic string
TMF, 39:1 (1979), 27–34
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Covariant formalism for a relativistic string in a constant homogeneous electromagnetic field
TMF, 32:3 (1977), 336–343
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Relativistic string in a constant homogeneous electromagnetic field
TMF, 32:2 (1977), 176–186
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Relativistic string with massive ends
TMF, 31:3 (1977), 291–299
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Eikonal approximation for high-energy inclusive processes
TMF, 23:1 (1975), 22–31
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Approximate solutions in the model $\mathscr L_{\mathrm{int}}=h^2\psi^2\varphi^2$ and equations for Green's functions on paths
TMF, 19:1 (1974), 47–58
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Exchange of hard and soft quanta in high-energy scattering
TMF, 16:3 (1973), 349–354
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Eikonal approximation for deep inelastic scattering in scalar electrodynamics
TMF, 16:1 (1973), 52–60
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Investigation by the functional method of the high-energy behavior of the “meson-nucleon” scattering amplitude in a scalar model
TMF, 14:1 (1973), 27–35
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Eikonal representation for a scattering amplitude containing virtual Veneziano blocks
TMF, 13:1 (1972), 83–87
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Functional integration and Regge-eikonal representation of the scattering amplitude
TMF, 10:2 (1972), 196–203
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Investigation of the distribution of secondary particles associated with high-energy hadron collisions by means of the straight-line path approximation
TMF, 10:1 (1972), 11–18
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Use of functional integrals in quantum mechanics and field theory
UFN, 106:4 (1972), 593–616
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Eikonalization of the scattering amplitude in some field theory models at high energies
TMF, 9:3 (1971), 343–354
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Straight-line particle path approximation for high-energy hadron scattering in quantum field theory
TMF, 5:3 (1970), 330–342
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Approximation of the propagators of virtual particles and the high-energy behavior of Feynman diagrams
TMF, 4:3 (1970), 293–300
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Eikonal approximation in quantum-field theory
TMF, 3:3 (1970), 342–352
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Quasiclassical approximation in quantum-field theory with a static nucleon
TMF, 3:3 (1970), 320–325
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The structure of nucleons
UFN, 68:3 (1959), 417–447
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In memory of Dmitrii Ivanovich Blokhintsev
UFN, 130:1 (1980), 185–188
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Пространство и время в микромире
UFN, 102:1 (1970), 171–172
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Dmitrii Ivanovich Blokhintsev
UFN, 94:1 (1968), 185–186
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