Article

Spectral properties of solutions of a non-local problem for the mixed type equation with non-smooth lines of changing type

J. D. Mamajonov Institute of Mathematics, Uzbek Academy of Sciences, 29, F. Khadjaev str. Tashkent 700125, Uzbekistan

Complex Variables and Elliptic Equationsjournal2007en

ABI

Abstract

In the article, a uniqueness theorem is proved for the solution of a spectral non-local problem for the mixed type equation with two lines of changing type. In the case when the uniqueness theorem does not hold, eigenvalues and eigenfunctions are found. For this problem, completeness of the system of eigenfunctions is proved.

Topics

Differential Equations and Boundary Problems Differential Equations and Numerical Methods

Identifiers

DOI: 10.1080/17476930701272590

Citations and references

Cited by 05 references

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