On the localization of the spectrum of some perturbations of a two-dimensional harmonic oscillator

In this paper, we study the localization of the discrete spectrum of certain perturbations of a two-dimensional harmonic oscillator. The convergence of the expansion of the source function in terms of the eigenfunctions of a two-dimensional harmonic oscillator is investigated. A representation of Gr...

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Vydáno v:	Complex variables and elliptic equations Ročník 66; číslo 6-7; s. 1194 - 1208
Hlavní autoři:	Kanguzhin, Baltabek, Fazullin, Ziganur
Médium:	Journal Article
Jazyk:	angličtina
Vydáno:	Colchester Taylor & Francis 03.07.2021 Taylor & Francis Ltd
Témata:	asymptotic distributions of eigenvalues in context of PDEs boundary value problems for second-order elliptic equations Eigenvalues Eigenvectors estimates of eigenvalues in the context of PDEs Green's functions Green's functions for elliptic equations harmonic analysis of several complex variables Harmonic oscillators Localization meromorphic functions of several complex variables Perturbation Well posed problems
ISSN:	1747-6933, 1747-6941
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