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A scheme of approximation solution of problem 1 rj Lmax to job release dates is under study. We present a general scheme of approximation solution of the problem

Finite difference approximation of electron balance problem in the stationary high-frequency induction discharges nonlinear eigenvalue problem is established. Error estimates for the approximate eigenvalue

Correct investigation of the statistic irregularities of integrated optical waveguides using waveguide light scattering makes it possible to prove that our method enables us to acquire an approximate correct solution

ТЕОРЕТИЧЕСКОЕ И ЧИСЛЕННОЕ ИССЛЕДОВАНИЕ ФУНКЦИОНАЛЬНЫХ АПОСТЕРИОРНЫХ ОЦЕНОК ДЛЯ ПЛОСКИХ ЗАДАЧ ЛИНЕЙНОЙ ТЕОРИИ УПРУГОСТИArticle is devoted to the functional approach to computation of a posteriori error estimates

Solution of elliptic optimal control problem with pointwise and non-local state constraints constraints. We construct a finite-difference approximation of the problem, we prove the existence

On some approximate calculations for certain pseudo-differential equationsWe consider discrete pseudo-differential operatots and equations as approximate operators

On iterative methods for solving equations with covering mappings for convergence and error estimates are obtained. The method proposed is an iterative development of the Arutyunov

On the accuracy of approximation of a small celestial body motion using intermediate perturbed orbits calculated from two position vectors and three observations theoretically, that at a small reference time interval covering the measurements the approximation accuracy

An Accurate Approximation of Resource Request Distributions in Millimeter Wave 3GPP New Radio Systems functions. In this paper, we develop an accurate approximation of the sought pmf. First, we show that Normal

Finite difference approximation of eigenvibrations of a cantilever beam with elastically attached load uniform grid. The existence and error estimates for approximate eigenvalues and eigenfunctions

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