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The method of quasireversibility
N. V. Muzylev
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555–561 |
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Optimal passive algorithms for the computation of the largest value of functions on an interval
G. S. Ganshin
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562–571 |
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A method for the computation of multiple integrals with an automatic choice of step
S. M. Ermakov, A. I. Pavlov, B. B. Pokhodzei
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572–578 |
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Second order finite-difference equations with constant coefficients in the field of rational functions
S. A. Abramov
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579–584 |
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Importance sampling and the simple Monte Carlo method in the calculation of the sum of a Neumann series
A. I. Khisamutdinov
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585–590 |
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On optimization of algorithms for function minimization
G. Sonnevend
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591–609 |
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Optimal continuous analogues of multistage optimal control processes
V. B. Bistrickas
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610–621 |
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The method of Ljapunov functions in the study of continuous algorithms of mathematical programming
V. I. Venets, M. V. Rybashov
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622–633 |
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Parametrization in degenerate quadratic programming problems
A. B. Yadykin
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634–648 |
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An iterative method for the calculation of the first eigenfunction of an elliptic operator
L. G. Strakhovskaya
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649–663 |
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An alternating-triangular iterative method for the solution of elliptic difference equations in an arbitrary domain
A. B. Kycherov, E. S. Nikolaev
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664–675 |
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A finite-difference method for the solution of the Cauchy problem for a first order quasilinear equation
N. N. Kuznetsov
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676–689 |
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The stability of boundary value problems for systems of difference equations of varying structure
S. I. Serdyukova
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690–695 |
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Two numerical methods for the solution of one-dimensional filtration problems for multicomponent systems
M. N. Murkes, V. A. Roždestvenskii, G. J. Šovkrinskii
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696–705 |
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Angular potential and the oblique derivative problem for harmonic functions
S. A. Gabov
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706–717 |
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Integral representations of the solutions of the two-dimensional wave equation, and diffraction problems
A. F. Philippov
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718–728 |
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The mathematical model of the abrasion of a grinding wheel
Yu. I. Mokin
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729–736 |
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Allowance for atmospheric inhomogeneities in calculating the tungusska meteorite explosion
V. P. Korobeinikov, P. I. Chushkin, L. V. Shurshalov
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737–752 |
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Scientific communications
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The numerical solution of the inverse scattering problem
A. M. Denisov
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753–756 |
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Isolation of the Gershgorin circles
Pham Van At
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756–759 |
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The zeros of the cylindrical functions $K_{n}(z)$
M. V. Zavolzhenskii, A. Kh. Terskov
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759–762 |
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The simulation of an exit point of a Brownian motion on the surface of a sphere
V. A. Kanevskii, G. Sh. Lev
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763–764 |
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The convergence of the method of the loaded functional in convex programming problems
V. Yu. Lebedev
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765–768 |
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A modification of the Runge–Kutta procedure
T. Wang
|
769–771 |
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An analytic method of evaluating three-centre one-electron integrals with slater functions
S. L. Zimont, N. Ya. Mar'yashkin
|
771–775 |
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On the calculation of the electromagnetic eigenoscillations of solids of revolution
G. Ya. Slepyan
|
776–780 |
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On the optimization of plane-parallel magnetic fields
O. Lietuvietis, G. A. Radziņš, U. Raitums
|
780–785 |
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A variant of the moment method for the computation of selective radiation transfer
Yu. D. Shmyglevskii
|
785–790 |
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Numerical simulation of the plane flow of a viscous fluid under the action of an external periodic force in space
S. O. Belotserkovskii, V. A. Gushchin
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791–795 |
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Scientific information
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The Chebyshev polynomials: T. J. Rivlin vi + 186 p. John Wiley and Sons, New York–London, 1975. Book review
M. K. Kerimov
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796–797 |
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Spline-funktionen. Theorie und anwendungen: K. Böhmer. 340 p. B. G. Teubner, Stuttgart, 1974. Book review
M. K. Kerimov
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797–798 |
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Moderne methoden der numerischen mathematik: J. Albrecht and L. Collatz (Editors). 175 p. Birkhäuser Verl., Basel–Stuttgart, 1976. Book review
M. K. Kerimov
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798–799 |
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Programs and machines. An introduction to the theory of computation: R. Bird 214 p. John Wiley and Sons, New York–London, 1976. Book review
S. A. Abramov
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799–800 |
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