Transmission Eigenvalues Problem of a Schrödinger Equation
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Abstract
In this paper, transmission eigenvalues of a Schrödinger equation have been studied by constructing a new inner product and using Weyl theory. Necessary conditions for these eigenvalues to be negative, real, and finite have been examined. This method has provided a new framework related to transmission eigenvalue problems and the investigation of their properties. The conclusions have been verified for the special case of the problem.
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Spectral theory, transmission condition, eigenvalues, Schr & ouml, dinger equation, Schrödinger Equation, Matematik, eigenvalues, Eigenvalues, estimation of eigenvalues, upper and lower bounds of ordinary differential operators, Schrödinger equation, spectral theory, General spectral theory of ordinary differential operators, transmission condition
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48
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5
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930
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940
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Scopus : 0
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checked on Jun 03, 2026
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