A PRIORI ESTIMATE OF THE SOLUTION OF A BOUNDARY PROBLEM WITH THE CONDITION OF SAMARA FOR THE GENERALIZED THIRD-ORDER EQUATION WITH MULTIPLE CHARACTERISTICS
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2018, Vol 4, Issue
Abstract
The boundary value problems for the third-order equation of parabolic type with fractional derivative of Caputo are considered. The uniqueness and existence of a generalized solution of the boundary value problem with a non-local Samara condition for the equation with multiple characteristics with a spectral parameter is proved by the method of energy inequalities.
Authors and Affiliations
Amur Shkhagapsoev
MODELING OF CHOICE LEADERSHIP HIGH SCHOOL OPTIMUM DECISIONS AGREED UPON WITH DRIVING WITH MANAGED SOLUTIONS ITS AFFILIATES
The paper considers the model of choice by high-school optimal solutions for the distribution of sets of entrants in its branches.
GELLERSTEDT PROBLEM FOR A PARABOLIC-HYPERBOLIC EQUATION DEGENERATING TYPE AND ORDER
This paper deals with the formulation and study of boundary value Gellerstedt type problem for parabolic-hyperbolic equation with degeneration of the type and order within the area which equivalently reduced to integral...
ABOUT RADAR INTERFEROMETRY FOR STUDYING EARTH‘S STRAIN
In article SAR, InSAR, D-InSAR methods are represented. Program ROI_PAC of interferometry processing is discussed. There are some basic links for investigation of InSAR.
THE BOUNDARY VALUE PROBLEM FOR THE GENERALIZED MOISTURE TRANSFER EQUATION
In mathematical modeling of continuous media with memory, we deal with equations that describe a new type of wave motion, something between ordinary wave diffusion and classical wave propagation. There are fractional dif...
SOLUTIONS OF MATHEMATICAL OLYMPIAD «VITUS BERING – 2016»
We consider solutions of Mathematical Olympiad «Vitus Bering – 2016» for high school students. It was held at Kamchatka State University in April 2016.