BOUNDARY VALUE PROBLEM FOR A LOADED EQUATION ELLIPTIC-HYPERBOLIC TYPE IN A DOUBLY CONNECTED DOMAIN
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2014, Vol 1, Issue
Abstract
We study the existence and uniqueness of the solution of one boundary value problem for the loaded elliptic-hyperbolic equation of the second order with two lines of change of type in double-connected domain. Similar results have been received by D.M.Kuryhazov, when investigated domain is one-connected.
Authors and Affiliations
Obidjon Abdullayev
Keywords
Related Articles
- EP ID EP473242
- DOI 10.18454/2079-6641-2014-8-1-33-48
- Views 125
- Downloads 0
ESTIMATION OF MOTION PARAMETERS OF AN OBJECT MANAGED BY A DISTRIBUTED ACCELEROMETRIC SYSTEM
The analysis of the existing methodological apparatus of the use of accelerometric systems in inertial navigation is Carried out, its limitations are shown. The technique of optimal error dispersion to minimize the use o...
ELECTROMAGNETIC MANIFESTATION OF GEOACOUSTIC EMISSION OF THE LITHOSPHERE
Formulated a number of criteria in order to distinguish the radiation of a lithospheric origin of the atmosphere-magnetosphere and magnetosphere-ionosphere to natural radiation. Based on the criteria of the synthesized m...
STABILITY OF SOME DYNAMIC SYSTEMS HEREDITARITY
In the training course of the theory of differential equations, there exists a section on the investigation of the stability of systems of differential equations. If the system of differential equations consists of diffe...
DYNAMICS OF IONOSPHERIC PARAMETERS BEFORE EARTHQUAKES ON 28.02.2013-01.03.2013 AND 19.05.2013-24.05.2013
In the present report the variations of ionospheric parameters and ionospheric turbulence before and during seismic events are studied applying complex radiophysical methods and using a theoretical probability approach,...
APPLICATION OF CONTINUOUS LOGIC FOR DETERMINING EMISSION LIMITS
In this paper, we propose a method of applying continuous logic to identify data ejections in order to eliminate noise and erroneous values.