Multipoint nonlocal problem for factorized equation with dependent coefficients in conditions
Journal Title: Карпатські математичні публікації - Year 2015, Vol 7, Issue 1
Abstract
The conditions of correct solvability of multipoint nonlocal problem for factorized PDE with coefficients in conditions, which depends on one real parameter, is established. It is shown that these conditions on the set of fullLebesgue measure of the interval parameters are fulfilled.
Authors and Affiliations
P. B. Vasylyshyn, I. Ya. Savka, I. S. Klyus
Keywords
Related Articles
- EP ID EP538531
- DOI 10.15330/cmp.7.1.22-27
- Views 47
- Downloads 0
A Worpitzky boundary theorem for branched continued fractions of the special form
For a branched continued fraction of a special form we propose the limit value set for the Worpitzky-like theorem when the element set of the branched continued fraction is replaced by its boundary.
Extensions of multilinear mappings to powers of linear spaces
We consider the question of the possibility to recover a multilinear mapping from the restriction to the diagonal of its extension to a Cartesian power of a space.
New approach to derivation of quantum kinetic equations with initial correlations
We propose a new approach to the derivation of kinetic equations from dynamics of large particle quantum systems, involving correlations of particle states at initial time. The developed approach is based on the descript...
The nonlocal boundary problem with perturbations of antiperiodicity conditions for the eliptic equation with constant coefficients
In this article, we investigate a problem with nonlocal boundary conditions which are perturbations of antiperiodical conditions in bounded m-dimensional parallelepiped using Fourier method. We describe properties of a t...
Properties of power series of analytic in a bidisc functions of bounded $\mathbf{L}$-index in joint variables
We generalized some criteria of boundedness of $\mathbf{L}$-index in joint variables for analytic in a bidisc functions, where $\mathbf{L}(z)=(l_1(z_1,z_2),$ $l_{2}(z_1,z_2)),$ $l_j:\mathbb{D}^2\to \mathbb{R}_+$ is a co...