Contents
Computational Mathematics and Mathematical Physics

Vol. 43, No. 3, 2003

Simultaneous English language translation of the journal is available from MAIK “Nauka / Interperiodica” (Russia). Computational
Mathematics and Mathematical Physics ISSN 0965-5425.

Convergence Rates in Regularization under Arbitrarily Perturbative Operators

Nguyen Buong p. 309  abstract

Experimental Analysis of a New Adaptive Method for Polyhedral Approximation
of Multidimensional Convex Bodies

L. V. Bourmistrova p. 314  abstract

Regularization Methods for the Constrained Pseudoinversion Problem with Inaccurate Data

E. V. Arkharov and R. A. Shafiev p. 331  abstract

Theorems of the Alternative and Their Applications in Numerical Methods

A. I. Golikov and Yu. G. Evtushenko p. 338  abstract

A Set-Theoretic Statement of the Problem of Synthesizing Rational Communication
Procedures in a Hierarchical Two-Person Game

M. A. Gorelov p. 359  abstract

Approximate Solution to the Semicoercive Signorini Problem with Nonhomogeneous
Boundary Conditions

A. Ya. Zolotukhin, R. V. Namm, and A. V. Pachina p. 370  abstract

On the Minimization of the Difference of Convex Functions on a Feasible Set

A. S. Strekalovsky p. 380  abstract

On a Nonlinear Self-Adjoint Eigenvalue Problem for a Certain Class of Differential
Algebraic Equations

A. A. Abramov, K. Balla, V. I. Ul’yanova, and L. F. Yukhno p. 391  abstract

Asymptotics of Eigenvalues for a Cylinder Insulated on a Narrow Strip

M. Yu. Planida p. 403  abstract

Remark on Numerical Solution of the Scattering Problem for the Schrödinger Equation
on the Line

A. A. Arsen’ev p. 414  abstract

Diffusion on Ellipsoidal Surfaces and a Formalism of Surface Spheroidal Functions

G. V. Anikin and S. N. Plotnikov p. 416  abstract

Optimization of the Frequency Polygon Method with Track-Length Estimators
for the Global Solution of a Transport Equation

E. V. Shkarupa p. 420  abstract

Numerical Simulation of Viscous Incompressible Flow in a Cubic Cavity

T. G. Elizarova and O. Yu. Milyukova p. 433  abstract

Algorithm for Simulating the Drift Motion of a Particle in a Plasma Described by the Darwin Model

L. V. Borodachev, I. V. Mingalev, and O. V. Mingalev p. 446  abstract

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