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1990, Volume 30, Number 1
Letter to editorial board
G. I. Marchuk
2
The features of gradient methods for distributed optimal-control problems
V. I. Sumin
3–21
The direct Lyapunov method in investigating the attraction of trajectories of finite-difference inclusions
S. K. Zavriev, A. G. Perevozchikov
22–32
Application of the dynamic programming method to standardization problems
S. M. Aliakbarov
33–42
Exact auxiliary functions in optimization problems
Yu. G. Evtushenko, V. G. Zhadan
43–57
The use of special transformations in the numerical solution of boundary layer problems
V. D. Liseikin
58–71
On the existence of solutions of the contrast structure type
A. B. Vasil'eva, A. V. Paveliev
72–86
A class of non-linear integral equations
N. G. Ushakov
87–98
An iterative method of quasi-solution in problems of diffraction by dielectric bodies
Yu. A. Eremin, A. G. Sveshnikov
99–106
Investigation of problems of the diffraction of electromagnetic waves in locally non-uniform media
A. B. Samokhin
107–121
Weighted estimate of the Monte-Carlo method for calculating the higher moments of the additive transport characteristics of multiplying particles
A. V. Lappa
122–134
On some difference-characteristic schemes for non-one-dimensional non-stationary problems in the theory of elasticity
L. F. Yukhno
135–143
Scientific communications
The use of local coordinates in optimization problems
D. V. Denisov
144–147
A method for the numerical solution of a system of ordinary differential equations of a quasichemical condensation model
A. V. Krestinin
147–151
An investigation of the stability of certain two-layer difference schemes
N. Yu. Bakaev
151–156
An alternative method for the numerical solution of the integrodifferential heat-conduction equation
E. N. Baidakov, G. N. Kuvyrkin
156–161
Analysis of transitional electromagnetic processes in wire antenna systems
V. A. Strizhkov
161–164
The general problem of stability analysis in linear programming
S. M. Shvartin
164–167
A numerical method for solving Hill's equation in problems of quantum mechanics
V. A. Lukin, V. M. Pshenichnikov
168–169
A method for solving diffraction problems
A. L. Sakhnovich
169–171
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