Spectral properties of the Klein-Gordon equation with complex potential
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Abstract (EN)
Klein-Gordon Equation determined in the article published by Bayramov and Çelebi in Indian J. Pure Appl. Math. (1997) is considered. The solutions satisfying initial conditions of the equation are investtigated. The resolvent and the continuous spectrum of the operator L are studied. The structure of the eigenvalues and spectral singularities are also investigated. Key Words : Eigenvalue, eigenfunction, Wronskian, spectrum, spectral singularity, resolvent
Author
Erkan Yeşiltepeler
How to Cite
Erkan Yeşiltepeler (Master Thesis). Spectral properties of the Klein-Gordon equation with complex potential, 2007, Gazi University.
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