Share Your Research, Maximize Your Social Impacts
NONLOCAL BOUNDARY VALUE PROBLEMS FOR A DEGENERATE SECOND ORDER EQUATIONS WITH DISCONTINUOUS CONJUGATION CONDITIONS
Journal: Theoretical & Applied Science (Vol.28, No. 08)Publication Date: 2015-08-30
Authors : Anna Olegovna Zheldasheva; Vadim Nikolayevich Lesev; Liana Vladimirovna Dumaeva;
Page : 76-79
Keywords : Boundary value problem; the integral equation; the method of energy integrals;
Source : Download
Find it from : Google Scholar
Abstract
The work is devoted to the study of the unique solvability of nonlocal boundary value problems for a degenerate second-order equations with discontinuous transmission conditions. The question of the existence of the problem solutions is reduced to the equivalent of the Fredholm integral equation solvability and the uniqueness of the solution set based on the energy integrals method.
Other Latest Articles
- "DIFAI" AGAINST GOLOSHAPOV: TERROR OR AN ACT OF JUSTICE
- HANDICRAFTS OF BULGARS
- THE RELIABILITY OF THE INTERFERENCE FIT
- VISUAL REPRESENTATION OF ENERGY FLUX DENSITY IN THE BACKSPACE OF CIRCULAR APERTURE REFLECTOR ANTENNA FOR MOBILE COMMUNICATIONS
- THE REASONS AND FACTORS BEHIND WOMEN'S PARTICIPATION IN AEROBICS CLASSES.
Last modified: 2015-09-18 06:44:55