Relativistic symmetries of the Dirac equation, namely the spin and pseudospin symmetries,
are investigated under the Tietz potential for the scalar and vector interactions beside a …

We apply the asymptotic iteration method (AIM) to obtain the solutions of Schrödinger
equation in the presence of Pöschl–Teller (PT) potential. We also obtain the solutions of …

In this work, we study the optical properties of spherical quantum dots by using Tietz
potential. In this regard, we have applied Nikiforov–Uvarov (NU) technique and numerically …

The relativistic quantum dynamics of the generalized Klein–Gordon (KG) oscillator having
position-dependent mass in the Gödel-type space–time is investigated. We have presented …

A shifted Morse potential model is modified to fit the study of the vibrational energies of some
molecules. Using a traditional technique/methodology, the vibrational energy and the un …

By using the supersymmetric approach, we studied the approximate analytic solutions of the
three-dimensional Schrödinger equation with the Hellmann potential by applying a suitable …

In this paper, we have studied optical properties of spherical quantum dots by using Rosen-
Morse potential. In this regard, we have first solved the Schrodinger equation and obtained …

In this paper, Scarf II potential is used to construct the improved Scarf II potential energy
function (ISPEF) for applications to diatomic molecules. Conditions to be satisfied by a …

Dunkl derivative enriches solutions by discussing parity due to its reflection operator. Very
recently, one of the authors of this manuscript presented one of the most general forms of …

The one-dimensional Schrödinger equation with an improved Rosen Morse potential energy
function was studied in view of supersymmetric approach. The ro-vibrational energy …