The generalized MIC-Kepler system

Bellucci S.; Carpio-Bernido M.V.; Chrtouani L.; Chrtouani L.; Drăgănescu Ch.E.; Gritsev V.V.; Kibler M.; Kibler M.; Kibler M.; Levon Mardoyan; Lutsenko I.V.; Mardoyan L.G.; Mardoyan L.G.; Mardoyan L.G.; Mardoyan L.G.; Mladenov I.; Nersessian A.; Nersessian A.; Nersessian A.P.; Tamm I.E.; Zhedanov A.S.

research

The generalized MIC-Kepler system

Authors: Bellucci S.
Carpio-Bernido M.V.
Chrtouani L.
Chrtouani L.
Drăgănescu Ch.E.
Gritsev V.V.
Kibler M.
Kibler M.
Kibler M.
Levon Mardoyan
Lutsenko I.V.
Mardoyan L.G.
Mardoyan L.G.
Mardoyan L.G.
Mardoyan L.G.
Mladenov I.
Nersessian A.
Nersessian A.
Nersessian A.P.
Tamm I.E.
Zhedanov A.S.
Publication date: 1 January 2003
Publisher: 'AIP Publishing'
Doi

Abstract

This paper deals with dynamical system that generalizes the MIC-Kepler system. It is shown that the Schr\"{o}dinger equation for this generalized MIC-Kepler system can be separated in spherical and parabolic coordinates. The spectral problem in spherical and parabolic coordinates is solved.Comment: 8 page

Similar works

Full text

Available Versions

Crossref

Last time updated on 05/06/2019