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Preface
V. S. Vladimirov
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3–4 |
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Fields and particles
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Application of the Newton–Kantorovich method in elementary particles physics
A. Ts. Amatuni, V. S. Pogosyan, È. V. Sekhposyan
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5–14 |
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Causality of the invariant form factors in the decomposition of the current commutators
P. N. Bogolyubov
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15–33 |
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Low-energy dispersion theories
A. N. Vall, V. V. Serebryakov
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34–38 |
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Scale invariance, elementary particles and high-energy scattering in quantum field theory
I. F. Ginzburg, A. V. Efremov
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39–69 |
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Statistical method in DRM
M. I. Gorenshtein, V. A. Miransky, V. P. Shelest, B. V. Struminskii, G. M. Zinovjev
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70–84 |
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Extension of the $S$-matrix off the mass shell and momentum space of constant curvature
A. D. Donkov, V. G. Kadyshevskii, M. D. Mateev, R. M. Mir-Kassimov
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85–129 |
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Asymptotic behaviour of the planar one-loop correction to the Regge trajectory in the dual model
H. Dorn, H. J. Kaiser
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130–144 |
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Quasipotential type equations for the relativistic three-particle system
A. N. Kvinikhidze, D. Ts. Stoyanov
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145–161 |
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Study of a model for the interaction of a nonrelativistic particle with a scalar quantized field by the method of functional integration
S. P. Kuleshov, V. A. Matveev, A. N. Sisakyan, M. A. Smondyrev
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162–176 |
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Analyticity in several variables and physical parametric sum rules
N. N. Khuri, G. Auberson
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177–188 |
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On casuality tests for inelastic electron scattering
H. Leutwyler
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189–193 |
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Analyticity, unitarity and restrictions on inclusive cross-sections at high energies
A. A. Logunov, M. A. Mestvirishvili
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194–219 |
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Dynamic form of the Low type equations
V. A. Meshcheryakov
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220–223 |
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The quantum mechanical three-body problem in terms of $L^2$ kernels
R. G. Newton
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224–228 |
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Higher order corrections to weak processes
G. Pócsik
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229–231 |
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Low-energy photons in $S$-matrix electrodynamics
G. P. Pron'ko, L. D. Solov'ev
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232–250 |
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Duality in properly infinite von Neumann algebras
M. Takesaki
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251–253 |
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Conformal invariant Euclidean quantum field theory
I. T. Todorov
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254–294 |
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The Dyson equations for the two-particle Green function and the bound state problem
R. N. Faustov
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295–301 |
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Singular potentials and their applications to composite models of hadrons with indefinitely rising Regge trajectories
A. T. Filippov
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302–311 |
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The representation $(1,8)\oplus(8,1)$ in the Hamiltonian of hadrons using the example of the $\mathrm{SU}_3$ sigma model
A. A. Khelashvili
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312–322 |
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On phase transitions in open systems far from thermal equilibrium
K. Hepp
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323–332 |
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Ultraviolet asymptotics of propagators and higher Green functions
D. V. Shirkov
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333–350 |
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Mathematical problems of quantum statistics
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On a method of computing quasimeans
N. N. Bogolyubov (Jr.), A. S. Shumovskii
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351–361 |
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A method of investigating the densities of electron states of superconducting alloys
V. A. Moskalenko, A. M. Ursu, N. I. Botoshan
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362–369 |
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The Cauchy problem for Bogoljubov's kinetic equations
D. Ya. Petrina, A. K. Vidybida
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370–378 |
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Some applications of Feynman integrals to the theory of Bose systems
V. N. Popov
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379–389 |
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Problems of the ground state of the infinite Heisenberg antiferromagnet
H. R. Reeh
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390–398 |
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An inequality of N. N. Bogoljubov in models of statistical mechanics
B. I. Sadovnikov, V. K. Fedyanin
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399–407 |
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Regularity in the critical phenomena
Y. Tomozawa
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408–413 |
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The spectrum and correlation functions of Heisenberg's anisotropic ferromagnet
Yu. A. Tserkovnikov, Yu. G. Rudoi
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414–424 |
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The method of displacements and collective variables
I. R. Yukhnovskii
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425–431 |
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Discussion
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432 |
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