Certain class of generalized isotropic perturbations of thes-wave three-dimensional harmonic oscillator
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In this paper we study a certain class of generalized perturbation problem for the isotropic three dimensional harmonic oscillator, forl=0 states only, for all excited states. The efficacy of our formalism is tested by studying the Killingbeck potential in detail. We also briefly present our results using the diagonal Padé approximants.
Volume 94, 2020
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