PROBLEM WITH CONDITIONS SAMARA FOR FRACTIONAL DIFFUSION EQUATION IN THE HALF
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2015, Vol 2, Issue
Abstract
In this paper, we construct a solution of a nonlocal boundary value problem with the condition Samarskii for a fractional diffusion equation in the half.
Authors and Affiliations
Fatima Losanova
Keywords
Related Articles
- EP ID EP486497
- DOI 10.18454/2079-6641-2015-11-2-17-21
- Views 106
- Downloads 0
GENERALIZED EQUATIONS OF MATHIEU
We consider a nonlocal model of the wave process, which generalizes the classical model parmetricheskogo resonance Mathieu. It is proved that this model has a unique solution.
METHOD OF THE ANALYSIS OF PULSE HINDRANCES IN SYSTEMS OF THE ELECTRICAL SUPPLY WITH IDENTIFICATION STRUCTURAL THE COMPONENT IN ORTHOGONAL WAVELET BASIS
Questions of a substantiation of application of methods of digital processing of signals are considered at the decision of problems of an active filtration of hindrances of the various nature arising in systems of an ele...
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.
NOT LOCAL PROBLEM OF TYPE OF THE PROBLEM BITSADZE – SAMARSKY FOR THE EQUATION THE MIXED TYPE IN UNLIMITED AREA
In this paper the existence and uniqueness of the solution of the non-local boundary value problem for the mixed type equation in unbounded domain are proved.In this paper the existence and uniqueness of the solution of...
NANOTECHNOLOGY INDUSTRY COMPETITIVENESS OFRUSSIAN FEDERATION AS SEGMENT OF THE GLOBAL MARKET FOR NANOTECHNOLOGY
A question of the development of nanotechnology in the Russian Federation within the global nanotechnology market, a forecast of development of Russian market for nanotechnology in the coming decades.