In this study, the deformed Klein–Gordon equation, Dirac equation, and Schrödinger
equations were solved with the improved the modified Mobius square potential model …

The quantum information measures and complexity of the modified Mobius squared plus
Eckart (MMSE) potential are presented in this paper. First, the energy eigenvalues and wave …

In this paper, we investigate the Cauchy problem for the KB system in the class of rapidly
decreasing functions and give an algorithm of the constructing a solution to the Cauchy …

In this paper, we perform a nonrelativistic study of Frost-Musulin potential (FMP) impacted by
the external magnetic and AB flux fields for the CO and NO diatomic molecules using the …

The optical properties of quantum dots (QDs) in modified Möbius squared (MMS) potential
are studied. To obtain the energy expressions and the wave functions, we solved the …

The behavior of nonlinear waves within a modified Zakharov–Kuznetsov equation and their
interactions with discrete electric lattice structures are examined in this study. The ϕ 6 …

Under the influence of the deformation space-space symmetries, the improved Mobius
square plus generalized Yukawa potentials (IMSGYPs) have been employed to solve the …

In the paper, the electronic properties of a quantum dot (QD) using the Frost–Musulin
potential model are investigated taking into account both an external magnetic field and …

We obtain solutions of Schrödinger equation for the modified Mobius square plus Eckart
(MMPSE) potential via the formula method. Numerical results are reported. In addition, the …

The analytical solutions of the Dirac equation are presented in this paper in the presence of
external fields using the formula method with the pseudoharmonic potential. The exact spin …