Approximate k-state solutions of the deformed Dirac equation in spatially dependent mass for the improved Eckart potential including the improved Yukawa tensor …
A Maireche - International Journal of Geometric Methods in Modern …, 2022 - World Scientific
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 …
dependent deformed Dirac equation with the improved vector Eckart potential including the …
On the interaction of an improved Schiöberg potential within the Yukawa tensor interaction under the background of deformed Dirac and Schrödinger equations
A Maireche - Indian Journal of Physics, 2023 - Springer
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 …
spin–orbit coupling quantum numbers k, we approximate solve the deformed Dirac equation …
Approximate Arbitrary k State Solutions of Dirac Equation with Improved Inversely Quadratic Yukawa Potential within Improved Coulomb-like Tensor Interaction in …
A Maireche - Few-Body Systems, 2022 - Springer
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 …
determined with the improved generalized inversely quadratic Yukawa potential including …
Noncommutative Dirac and Schrödinger equations in the background of the new generalized Morse potential and a class of Yukawa potential with the improved …
A Maireche - International Journal of Geometric Methods in Modern …, 2023 - World Scientific
Relativistic and nonrelativistic quantum mechanics formulated in a noncommutative space–
space have recently become the object of renewed interest. In the context of three …
space have recently become the object of renewed interest. In the context of three …
Improved energy spectra of the deformed Klein-Gordon and Schrödinger equations under the improved Varshni plus modified Kratzer potential model in the 3D …
A Maireche - Indian Journal of Physics, 2023 - Springer
The relativistic treatment of the improved Varshni plus modified Kratzer potential (IVMKP)
models in the presence of some induced fields is carried out using the parametric Bopp's …
models in the presence of some induced fields is carried out using the parametric Bopp's …
New bound state solutions of diatomic molecules and mass spectrum of heavy quarkonium with improved modified Kratzer potential plus screened Coulomb potential …
A Maireche - Molecular Physics, 2023 - Taylor & Francis
Approximate analytical solutions of the modified Schrodinger equation have been obtained
with a combination of two proposed potentials, called the improved modified Kratzer …
with a combination of two proposed potentials, called the improved modified Kratzer …
[HTML][HTML] A new study of relativistic and nonrelativistic for new modified Yukawa potential via the BSM in the framework of noncommutative quantum mechanics …
A Maireche - Yanbu Journal of Engineering and Science, 2022 - yjes.scholasticahq.com
In this article, the deformed Dirac equation was solved with a new modified Yukawa
potential within three tensor interactions (Coulomb-like, Yukawa-like, and Hulthén-type …
potential within three tensor interactions (Coulomb-like, Yukawa-like, and Hulthén-type …
RELATIVISTIC SYMMETRIES OF THE DEFORMED DIRAC EQUATION THROUGH THE IMPROVED HULTHEN PLUS A CLASS OF YUKAWA POTENTIAL …
A Maireche - Journal of Physical Studies, 2022 - search.ebscohost.com
We approximately solve the deformed Dirac equation for a new improved Hulthén plus a
class of Yukawa potential including a Coulomb-like tensor interaction (IHCYPCTI for short) …
class of Yukawa potential including a Coulomb-like tensor interaction (IHCYPCTI for short) …
Deformed Dirac and Shrödinger equations with improved mie-type potential for diatomic molecules and fermionic particles in the framework of extended quantum …
A Maireche - Ukrainian journal of physics, 2022 - ujp.bitp.kiev.ua
In this study, the bound-state solutions of the deformed Dirac equation (DDE) have been
determined with the improved Mie-type potential including an improved Coulomb-like tensor …
determined with the improved Mie-type potential including an improved Coulomb-like tensor …
Effect of the non-commutativity of space on the improved Mobius square plus generalized Yukawa potentials of the Klein–Gordon and Schrödinger equations in 3D …
A Maireche - Modern Physics Letters A, 2023 - World Scientific
Under the influence of the deformation space-space symmetries, the improved Mobius
square plus generalized Yukawa potentials (IMSGYPs) have been employed to solve the …
square plus generalized Yukawa potentials (IMSGYPs) have been employed to solve the …