In this work, we study the generalized Klein–Gordon oscillator with interactions on a curved
background within the Kaluza–Klein theory. We solve the generalized Klein–Gordon …

We examine the relativistic generalized DKP oscillator for a spin-zero field in a cosmic-string
background space-time characterized by a stationary cylindrical symmetric metric. We solve …

In this paper, we solve generalized KG-oscillator interacts with a uniform magnetic field in
five-dimensional space-time background produced by topological defects under a linear …

Approximate analytical solutions of a Duffin-Kemmer-Petiau (DKP) equation are obtained
via an elegant ansatz after successive transformations. Apart from the wide application of the …

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 …

In the previous work (Ahmed, Eur Phys JC 78 (7): 598, 2018), we investigated the relativistic
quantum effects on a scalar and spin-half particles in a topologically trivial flat Gödel-type …

In this work, we investigate the behaviour of Dirac particles in a class of Gödel-type space-
time backgrounds in the presence of non-minimal coupling of the gravitational field with …

Deng-Fan potential originally appeared many years ago as an attractive proposition for
molecular systems. On the contrary to the ground state of one-dimensional Schrödinger …

We study the interaction of magnetic quadrupole moment of neutral particle systems (such
as atoms or molecules) with a radial electric field for non-relativistic particles in a rotating …

Abstract We solve the Klein–Gordon equation with the modified Rosen–Morse potential
energy model in D spatial dimensions. The bound state energy equation has been obtained …