SPECTRAL PROPERTIES OF THE FINITE SYSTEM OF KLEIN-GORDON S-WAVE EQUATIONS WITH GENERAL BOUNDARY CONDITION

Esra Kir Arpat, Nihal Yokuş, Nimet Coşkun

Abstract


This paper is concerned with the spectral properties of the op- erator L generated by the finite system of Klein-Gordon s-wave differential equations with general boundary condition in the space L2(R+,CN). We in- vestigate the spectrum of L and find the conditions for the potential, under which there exist finite number of eigenvalues and spectral singularities with finite multiplicities.


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