A Reliable Treatment for Solving Nonlinear Two-Point Boundary Value Problems

In the regularized decomposition (RD) method, proposed for general large scale struc- tured linear programming problems in [15], we combine the last two approaches: the problem

The present paper contains basic results on N-ellipticity for pencils of the form (1.1), Sobolev spaces connected with the Newton polygon and the proof of an a priori estimate for

So we can see that the non-standard ellip- ticity conditions (ii) and (iii) in Definition 3.1 lead (under the additional assumption that the boundary value problem in 3.1 (ii) is

These are values of a minimized functional at the current point X which have already obtained the best (optimal) value in the current direction D.. These are numbers

For the analysis of the regularity of the solution to elliptic diffusion problems on random domains in Chapter IV, we will exploit that there exists a one-to-one correspon-

Метод сплайн-коллокации для решения двумерного интегрального уравнения с логарифмическим ядром.В настоящем сборике, 18-23.. Численные методы

Keeping this in mind, the main purpose of this thesis is to show the existence of linear/linear rational spline and quadratic/linear rational spline as approximate solution

In this paper we prove parameter-dependent a priori estimates for mixed-order boundary value problems of rather general structure.. In partic- ular, the diagonal operators are