Vol. 56, No. 7, 2016
A simultaneous English language translation of this journal is available from Pleiades Publishing, Ltd.
Distributed worldwide by Springer. Computational Mathematics and Mathematical Physics ISSN 0965-5425.
Studies on the Zeros of Bessel Functions and Methods for Their Computation: 2. Monotonicity, Convexity, Concavity, and Other Properties
p. 1175 abstract
Splitting Algorithms for the Wavelet Transform of First-Degree Splines on Nonuniform Grids
p. 1209 abstract
A Feasible Dual Affine Scaling Steepest Descent Method for the Linear Semidefinite Programming Problem
p. 1220 abstract
Approximations of Optimal Control Problems for Semilinear Elliptic Equations with Discontinuous Coefficients and States and with Controls in the Coefficients Multiplying the Highest Derivatives
p. 1238 abstract
A Nonlinear Singular Eigenvalue Problem for a Linear System of Ordinary Differential Equations with Redundant Conditions
p. 1264 abstract
On the Perturbation Algorithm for the Semidiscrete Scheme for the Evolution Equation and Estimation of the Approximate Solution Error Using Semigroups
p. 1269 abstract
Conditional ε-Uniform Boundedness of Galerkin Projectors and Convergence of an Adaptive Mesh Method as Applied to Singularly Perturbed Boundary Value Problems
p. 1293 abstract
Application of Generalized Separation of Variables to Solving Mixed Problems with Irregular Boundary Conditions
p. 1305 abstract
Justification of the Collocation Method for the Integral Equation for a Mixed Boundary Value Problem for the Helmholtz Equation
p. 1310 abstract
Comparison of Two Reliable Analytical Methods Based on the Solutions of Fractional Coupled Klein–Gordon–Zakharov Equations in Plasma Physics
p. 1319 abstract
Exact Solutions of the Generalized Sinh–Gordon Equation
p. 1336 abstract
Transport Solutions of the Lamé Equations and Shock Elastic Waves
p. 1343 abstract
Uniqueness of Self-Similar Solutions to the Riemann Problem for the Hopf Equation with Complex Nonlinearity
p. 1355 abstract
Mixed Initial–Boundary Value Problem for Equations of Motion of Kelvin–Voigt Fluids
p. 1363 abstract