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Galerkin's perturbation method and the general theory of approximate methods for non-linear equations G. M. Vainikko
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723–751 |
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The convergence of the method of false perturbations for calculating eigenvalues F. Kuhnert
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752–763 |
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The structure of matrices which are the inverse of the correlation matrices of random vector processes L. M. Kutikov
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764–773 |
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On the application of Newton's method in a singular case V. E. Shamanskii
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774–783 |
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On the distribution of points in a cube and the approximate evaluation of integrals I. M. Sobol'
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784–802 |
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The “sweep” method for solving difference equations V. V. Ogneva
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803–812 |
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$P_{NI}$-equations V. I. Lebedev
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813–824 |
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Study of the solution of the nonstationary problem of plane wave diffraction at an impedance wedge A. F. Philippov
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825–835 |
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Asymptotic properties of the energy distribution of neutrons slowed in an infinite medium V. B. Uvarov
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836–851 |
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An approach to the numerical solution of problems of mathematical physics V. V. Aleksandrov, V. V. Shchennikov
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852–858 |
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Operation of Laval nozzles in undesigned modes O. S. Ryzhov
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859–866 |
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Scientific communications
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Certain relations for the characteristic numbers of matrices L. S. Dashnits, M. S. Zusmanovich
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867–869 |
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A method for solving systems of nonlinear algebraic and transcendental equations M. D. Maergoĭz
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869–874 |
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On restoring functions by the regularization method V. A. Morozov
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874–881 |
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Minimaxes of Lebesgue functions of Lagrange interpolation with equidistant base-points G. G. Men'shikov
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881–885 |
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Asymptotic expansion of a class of definite integrals N. V. Slonovskii
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885–888 |
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Radon's paper on the cubature formula I. P. Mysovskikh
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889–891 |
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Convergence of a collocation type method for ordinary differential equations Yu. P. Jarcev
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892–894 |
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Solution of boundary value problems for Laplace's equation by the method of conformal grids V. T. Ivanov
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895–899 |
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Use of the Runge–Kutta method for solving fredholm-type integro-differential equations L. M. Likhtarnikov
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899–905 |
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Number of arithmetical operations necessary for the approximate solution of Fredholm integral equations of the second kind K. V. Emel'yanov, A. M. Il'in
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905–910 |
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Methods of determining the surfaces temperature of a body V. N. Tikhonov, V. B. Glasko
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910–914 |
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Monte-Carlo calculation of derivatives of functionals from the solution of the transfer equation according to the parameters of the system G. A. Mikhailov
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915–919 |
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The possibility of stationary neutron distributions in a power reactor O. B. Moskalev
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920–923 |
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Solution of boundary layer equations in the neighbourhood of the critical point N. D. Vvedenskaya
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924–929 |
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Calculation of a boundary layer with chemical reactions along the generators of a body of revolution B. V. Alekseev
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929–933 |
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Supersonic flow round a blunt cone, allowing for radiation V. N. Fomin, N. P. Shulishnina
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933–937 |
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Second approximation differential equations for turbulent fluid motions A. A. Kaspar'yants
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937–943 |
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An ALGOL-60 translator for the Minsk-1 computer V. V. Aksenov, I. M. Popov, F. V. Pugovkin, N. A. Tabakov
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943–946 |
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Effectiveness of the method of mathematical expectations for a certain class of problems A. I. Khisamutdinov
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946–953 |
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Evaluation of dose derivatives by the Monte Carlo method for optimizing protective screen shape and composition M. Z. Brainina, V. L. Generozov, V. G. Kuznetsov, V. A. Sakovich
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953–957 |
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Scientific information
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Introduction to basic FORTRAN programming and numerical methods: W. Prager, New York–Toronto–London, Blaisdell Publ. Co., 1965, XII + 203 pp. N. N. Govorun
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