Eigenvalue Problem with Moving Discontinuity Points
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2014, Vol 9, Issue 2
Abstract
In this paper, we present a Sturm Liouville problem which has discontinuities in the neighborhood of the midpoint of an interval. Also the problem contains an eigenparameter in one of the boundary conditions. We derive operator theoretic formulation in suitable Hilbert space, give some properties of the eigenvalues and obtain asymptotic formulas for the eigenvalues and the corresponding eigenfunctions.
Authors and Affiliations
Fatma Hira, Nihat Altinisik
PROPERTIES OF FUZZY DITANCE ON FUZZY SET
In this paper we introduce the definition of fuzzy distance space on fuzzy set then we study and discuss several properties of this space after some illustrative examples are given . Furthermore we introduce the de...
Heat Generation and Chemical Reaction Effects on MHD Boundary Layer Flow of a Moving Vertical plate with Suction and Dissipation
In this paper, the study of the steady two-dimensional flow of an incompressible viscous fluid with heat and mass transfer and MHD heat generation past a moving vertical plate with suction in the presence of viscous diss...
On the Zero Divisor Graphs of a Class of Commutative Completely Primary Finite Rings
Let R be a Completely Primary Finite Ring with a unique maximal ideal Z(R)), satisfying ((Z(R))n−1 ̸= (0) and (Z(R))n = (0): The structures of the units some classes of such rings have been determined. In this paper,...
SOME RESULTS OF LABELING ON BROOM GRAPH
A Broom Graph Bn,d is a graph of n vertices, which have a path P with d vertices and (n-d) pendant vertices, all of these being adjacent to either the origin u or the terminus v of the path P. Here we consider...
Linear System in general form for Hyperbolic type
In this paper, we consider the linear system of partial differential equations hyperbolic type Which is solved by T.V. Chekmarev [1] and solve the general form for this Hyperbolic type.