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A diagonalization theorem for a type of Hamiltonian using operator theory in spaces with an indefinite metric Kh. D. Ikramov
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3–14 |
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The stability of the solution of an integral equation of the first kind on bounded and compact sets Yu. L. Gaponenko, S. L. Logunov
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15–25 |
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An asymptotically optimal method for solving an ill-posed classification problem I. M. Islamov
|
26–38 |
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A method of finding a stochastic saddle point N. M. Novikova
|
39–49 |
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Criteria for the unique solvability of a linear boundary-value problem for an ordinary differential equation D. S. Dzhumabaev
|
50–66 |
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A generalized Cholesky algorithm for mixed discrete analogues of elliptic boundary value problems L. V. Maslovskaya
|
67–74 |
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Optimization of the form of a periodic interface between two homogeneous media with different dielectric permeabilities A. A. Bykov, M. K. Trubetskov
|
75–81 |
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The potential method in a three-dimensional problem of the diffraction of electromagnetic waves S. I. Smagin
|
82–92 |
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Investigation of the stability of a pulsating Poiseuille flow in a planar channel B. L. Rozhdestvenskii, I. N. Simakin, M. I. Stoynov
|
93–103 |
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Calculation of non-stationary viscous flows with domains with strong non-uniformities A. S. Kiselev, A. N. Kondratenko, A. V. Panasenko
|
104–109 |
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Three-dimensional flow of a rarefied gas past a conical body I. N. Larina, V. A. Rykov
|
110–117 |
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An efficient stochastic algorithm for solving the Boltzmann equation A. V. Lukshin, S. N. Smirnov
|
118–124 |
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Scientific communications
|
|
The fast Fourier transform in odd cosines A. S. Dzhyugis
|
125–127 |
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The stationary phase method: Focusing in a line M. V. Fedoryuk
|
127–132 |
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The solution of the equations of fluid dynamics when the channel wall is subjected to external vibrations M. V. Khazanov
|
132–135 |
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On vortex production in computational aerodynamics A. A. Gladkov
|
135–137 |
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“Through” computation of flows with shock waves A. N. Kraiko, A. R. Polyanskii, N. I. Tillyaeva
|
137–142 |
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On three-dimensional supersonic flow past blunt bodies when interference is present A. A. Andreev, A. S. Kholodov
|
142–147 |
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Numerical simulation of supersonic variable-density gas flow past a sphere Yu. P. Golovachov, N. V. Leont'eva
|
148–151 |
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A spatial approach to the numerical solution of problems of the mechanics of thin-walled structures È. I. Grigolyuk, P. Ya. Nosatenko
|
151–153 |
|
|
Scientific information
|
|
Lidl R., Niederreiter Н. Introduction to finite fields and their applications. Cambridge: Cambridge Univ. Press, 1987. VII+407 pp. (Book review) B. B. Pokhodzei
|
154 |