The spectral properties are established and the stability of the eigenvalues under the singular perturbation representing the relativistic corrections are proven for a family of ordinary differential operators describing a relativistic deformation of the quantum harmonic oscillator.
Spectral analysis and stability properties of a relativistic deformation of the harmonic oscillator
CHERUBINI, Anna Maria
1993-01-01
Abstract
The spectral properties are established and the stability of the eigenvalues under the singular perturbation representing the relativistic corrections are proven for a family of ordinary differential operators describing a relativistic deformation of the quantum harmonic oscillator.File in questo prodotto:
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