[PDF] Top 20 Indefinite eigenvalue problem with eigenparameter in the two boundary conditions

... The object of this paper is to establish an expansion theorem for a regular indefinite eigenvalue problem of second order differential equation with an eigenvalue parameter ,k in the two[r] ... See full document

... interpolations’ to compute approximate values of the eigenvalues of Dirac systems with eigenvalue parameter in one or two boundary conditions. We use recently derived estimates for the ... See full document

... the eigenparameter, we have computed the eigenvalues of discontinu- ous Sturm-Liouville problems which contain an eigenparameter appearing linearly in two boundary conditions, with a ... See full document

... Zayed [7] and many others, while in the present paper we shall study regular right-definite eigenvalue problems for partial differential equations with eigenvalue parameter in Robin boun[r] ... See full document

... one eigenvalue then two spectra are required in order to reconstruct c ( ) ( ) − 1 , c 0 ...are two or more eigenvalues, then only one spectrum is needed in order to obtain a unique solution for c ( ... See full document

... lar problems have been discussed by Zayed [14, 15] and Zayed et al. [21, 22, 24] who have studied the spectral distribution ˆ µ(t) for small |t| for some bounded domains with certain boundary conditions. On ... See full document

... of eigenvalue problems of nonlinear fractional differential equations with a nonlinear integral term and a disturbance parameter in the boundary ...of eigenvalue λ and disturbance parameter μ that ... See full document

... type boundary value problems consisting of a two-interval Sturm-Liouville equation together with boundary and transmission conditions dependent on eigenparameter is ...considered ... See full document

... Some boundary value problems with discontinuity conditions arise in heat and mass transfer problems, mechanics, electronics, geophysics and other natural sciences (see [] also ... See full document

... the boundary conditions is considered. The eigenvalue problem is investigated; it is shown that the eigenfunctions form a complete system and an expansion formula with respect to the ... See full document

... to eigenvalue problems related to the second order linear ∆−differential equations on T to prove existence of a smallest positive eigenvalue and then a theorem proved to compare the smallest positive ... See full document

... Sturm–Liouville problem with eigenparameter dependent bound- ary conditions is of great importance for its wide applications in mechanics, mathemati- cal physics, and engineering (see [1–4] and the ... See full document

... The present paper deals with the discontinuous Dirac operator with eigenparameter dependent boundary and two transmission conditions. The aim of the present paper is to obtain the asymptotic ... See full document

... Limit Theorem, Stochastic Eigenvalue Problem, Stochastic Boundary Value Poblem, Differential Equation... At the research of physical and engineering problems it is of great.[r] ... See full document

... Central difference formula, Finite difference methods, Generalized symmetric eigenvalue problem, Positive definite matrix, Two-point boundary value problem.. INTRODUCT ION We shall consi[r] ... See full document

... minimum eigenvalue of an irreducible M-tensor A by breaking N into disjoint subsets S and its complement ...interesting problem is how to pick S to make S (A) as big as ...this problem in the ... See full document

... principal eigenvalue and the corresponding eigenspaces of two quasilinear elliptic systems under nonlinear boundary ...this eigenvalue is simple, unique up to positive eigenfunctions for both ... See full document

... Abstract: We consider differential operators with separate boundary conditions in this study. And we find a new expression and their derivative of six linearly independent solution. And it will also prove ... See full document

... The outline of the paper is as follows: in Section 2, we will present some lemmas which will be used in the proof of main results. In Section 3, by using Krasnoselskii’s fixed-point theorem in a cone, we o ff er criteria ... See full document

... the eigenvalue parameter. This problem is represented by a quadratic operator pencil, in a suitably chosen Hilbert space, whose coefficient opera- tors are ...of boundary conditions for which ... See full document