In this work, we present approximate solutions of the modified Klein–Gordon containing an
interaction of the modified unequal mixture scalar vector Hulthén–Yukawa potentials model …

In this paper, within the framework of relativistic quantum mechanics and using the improved
approximation scheme to the centrifugal term for any l states via Bopp's shift method and …

In this study, the analytical solutions of the Klein–Gordon equation for any l states of the
modified effective mass potential under the modified unequal scalar and vector Coulomb …

In this work, we considered analytical approximate bound state solutions of the mass-
dependent deformed Dirac equation with the improved vector Eckart potential including the …

We have obtained the approximate analytical solutions of the nonrelativistic Hydrogen-like
atoms such as (He+, Li 2+ and Be+) and neutral atoms such as (2 2 Na, 12 C and 158 Au) …

New modified nonrelativistic bound state energy eigenvalues have been obtained for the
hydrogenic atoms with spin ½ under the sum of modified Cornell plus inverse quadratic …

In the context of extended relativistic quantum mechanics (ERQM) symmetries with arbitrary
spin–orbit coupling quantum numbers k, we approximate solve the deformed Dirac equation …

In this work, we have obtained analytically the bound state solution for both the relativistic
modified Klein-Gordon equation MKG and non-relativistic modified Schrödinger equation for …

In the present paper, within the framework of the Deformed Schrödinger equation, using the
generalized Bopp's shift method and standard perturbation theory, we have obtained the …

In this work, the bound state solutions of the deformed Dirac equation (DDE) have been
determined with the improved generalized inversely quadratic Yukawa potential including …