Continuously differentiable solutions of one boundary value problem for a systems of linear difference differential equations of neutral type
Journal Title: Карпатські математичні публікації - Year 2015, Vol 7, Issue 1
Abstract
Conditions of the existence of continuously differentiable bounded for t∈R+ solutions of one boundary value problem for a systems of linear and nonlinear difference differential equations of neutral type have been obtained, the method of their construction has been developed and investigate the asymptotic properties of these solutions.
Authors and Affiliations
A. V. Vel'hach
Keywords
Related Articles
- EP ID EP538562
- DOI 10.15330/cmp.7.1.28-37
- Views 66
- Downloads 0
Convergence in Lp[0,2π]-metric of logarithmic derivative and angular υ -density for zeros of entire function of slowly growth
The subclass of a zero order entire function f is pointed out for which the existence of angular υ-density for zeros of entire function of zero order is equivalent to convergence in Lp[0,2π] -metric of its logarithmic d...
Periodic words connected with the Fibonacci words
In this paper we introduce two families of periodic words (FLP-words of type 1 and FLP-words of type 2) that are connected with the Fibonacci words and investigated their properties.
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...
Coupled fixed point theorems for weakly compatible mappings along with CLR property in Menger metric spaces
Coupled fixed point problems have attracted much attention in recent times. The aim of this paper is to extend the notions of E.A. property, CLR property and JCLR property for coupled mappings in Menger metric space and...
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...