BOUNDARY-VALUE PROBLEMS WITH GENERALIZED GLUING CONDITIONS FOR A LOADED DIFFERENTIAL EQUATION WITH A PARABOLIC-HYPERBOLIC OPERATOR
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2016, Vol 3, Issue
Abstract
In the present work we study the unique solvability of local boundary value problems with generalized gluing conditions for the third order differential equation with a loaded parabolic-hyperbolic operator.
Authors and Affiliations
Bozor Islamov, Umida Baltaeva
Keywords
Related Articles
- EP ID EP487465
- DOI 10.18454/2079-6641-2016-14-3-14-22
- Views 103
- Downloads 0
ABOUT THE LINEAR DIOPHANTINE EQUATIONS AND WAYS OF THEIR SOLUTIONS
The paper discusses ways to solve linear Diophantine equations in the particular case of two unknowns, and, in general, with a few unknowns. The main result is contained in Theorem 1, which provides a general method for...
ON THE UNIQUNESS OF THE SOLUTION TO THE BOUNDARY VALUE PROBLEM FOR A MIXED DEGENERATE HYPERBOLIC EQUATION
In this paper the uniquness of the boundary value problem solution for the mixed elliptichyperbolic equation of the second order.
A BOUNDARY VALUE PROBLEM FOR LOADED DIFFERENTIAL EQUATION WITH THE BARRETT OPERATOR IN THE MAIN PART
In this paper, we study the boundary value problem for loaded differential equations of fractional order with the Barrett operator in the main part.
INFORMATION AND COMPUTATION TECHNOLOGIES
The paper presents our software system for estimation the degree of disturbance of the geomagnetic field. The system automatically classifies registered geomagnetic data and determines the state of the geomagnetic field...
CALCULATION SPECIFIC FUNCTIONS OF MITTAG-LEFFLER IN THE COMPUTER MATHEMATICS «MAPLE»
In this work the computational algorithms to correctly calculate the functions of MittagLeffler with fractional parameter in mathematical package MAPLE.