|
On the approximate solution of equations with normally solvable operators L. S. Rakovshchik
|
3–11 |
|
The construction of iterative methods based on the use of spectrally equivalent operators E. G. D'yakonov
|
12–34 |
|
On the convergence of the collocation method for nonlinear differential equations G. M. Vainikko
|
35–42 |
|
The expansion of solutions of dirichlet's problem and a mixed problem for a biharmonic equation in a series of solutions of reducing problems B. V. Pal'tsev
|
43–51 |
|
Perturbation theory of non-conjugate operators V. B. Lidskii
|
52–60 |
|
On asymptotic formulae for Legendre functions N. K. Čuhrukidze
|
61–70 |
|
Calculations of parameters of critical systems by the Monte-Carlo method G. A. Mikhailov
|
71–80 |
|
Incorrectly posed problems of optimal programming A. N. Tikhonov
|
81–89 |
|
Investigation of the Green's function in the problem of diffraction by a transparent circular cylinder. II V. S. Buldyrev, A. I. Lanin
|
90–105 |
|
Solution of a non-linear problem of two-phase flow in a porous medium M. A. Tairov
|
106–112 |
|
Numerical computation of the supersonic flow of a viscous gas round a blunt body A. I. Tolstykh
|
113–120 |
|
Hypersonic streamline flow past a sphere in equilibrium with dissociable air V. V. Lunev, V. G. Pavlov, S. G. Sinchenko
|
121–129 |
|
Automatic control of the accuracy of translating algorithms into the language of ALGOL-60 V. A. Vasil'ev, N. N. Lozinskii
|
130–143 |
|
Algorithm for determining the extremum of a certain function on a polyhedron E. A. Berzin
|
144–157 |
|
|
Scientific communications
|
|
Inversion of the matrices encountered in relay-switching circuit synthesis theory M. Stojakovic
|
158–161 |
|
Finding the solutions of constant sign of ordinary differential equations V. Ya. Gol'din, N. N. Kalitkin
|
162–163 |
|
On the numerical solution of boundary value problems for a multizone region bounded by eccentric circles V. K. Saul'ev
|
163–169 |
|
Regularization of incorrectly posed problems and the choice of regularization parameter V. A. Morozov
|
170–175 |
|
A method of solving certain quasilinear equations of applied mathematics F. G. Tempel'
|
175–178 |
|
On an equation in which the derivative terms contain two small parameters V. V. Pukhnachov
|
178–183 |
|
On non-homogeneous difference schemes S. M. Shugrin
|
184–185 |
|
Introductory numerical analysis of elliptic boundary value problems: Greenspan, D. New York–Evanston–London, Harper and Row Publs., 1965, IX+164 pp E. A. Volkov
|
186–187 |
|
|
Scientific information
|
|
Mathematical theory of reliability: Barlow, R.E., Proschan, F. and Hunter, L.C. London, John Wiley and Sons., Ltd. VII+255 pp I. N. Kovalenko
|
188–189 |
|
Numerical methods in gas dynamics R. Gabasov
|
189–191 |
|
Discrete time systems. An introduction to the theory: Freeman, H. London, John Wiley and Sons., xiii+239 pp., 1965 R. Gabasov
|
191–192 |