Distribution of eigenvalues for the discontinuous boundary-value problem with functional-manypoint conditions

O. Sh. Mukhtarov; Mustafa Kandemir; Nuri Kuruoğlu

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Distribution of eigenvalues for the discontinuous boundary-value problem with functional-manypoint conditions

机译：具有功能多点条件的不连续边值问题的特征值分布

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摘要

In this study, we investigate the boundary-value problem with eigenvalue parameter generated by the differential equation with discontinuous coefficients and boundary conditions which contains not only endpoints of the considered interval, but also a point of discontinuity, a finite number of internal points and abstract linear functionals. So our problem is not a pure boundary-value one.

机译：在这项研究中，我们研究由具有不连续系数和边界条件的微分方程生成的特征值参数的边值问题，该问题不仅包含所考虑区间的端点，而且还包含一个不连续点，有限数量的内部点和抽象线性功能。因此，我们的问题不是纯粹的边界值问题。

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《Israel Journal of Mathematics》 |2002年第1期|143-156|共14页
作者
O. Sh. Mukhtarov; Mustafa Kandemir; Nuri Kuruoğlu;
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作者单位

Department of Mathematics Faculty of Science and Arts Gaziosmanpaba University;

Department of Mathematics Faculty of Amasya Education Ondokuz Mayis University;

Department of Mathematics Faculty of Science and Arts Ondokuz Mayis University;

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2. Solvability Conditions for Boundary-Value Problems for Elliptic Operator-Differential Equations with Discontinuous Coefficient [J] . S. S. Mirzoev, A. R. Aliev, L. A. Rustamova Mathematical notes . 2012,第5a6期

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Distribution of eigenvalues for the discontinuous boundary-value problem with functional-manypoint conditions

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