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The Dirac equation with a Coulomb potential in D dimensions
National licenceIOP Institute of Physics | 2003| -
Quantum information entropies of the eigenstates for a symmetrically trigonometric Rosen–Morse potential
National licencePaperIOP Institute of Physics | 2013| -
Relativistic Treatment of Spinless Particles Subject to a Tietz—Wei Oscillator
National licenceIOP Institute of Physics | 2012| -
Algebraic approach to pseudospin symmetry for the Dirac equation with scalar and vector modified Pöschl-Teller potentials
National licenceIOP Institute of Physics | 2009| -
Spin symmetry in the relativistic symmetrical well potential including a proper approximation to the spin–orbit coupling term
National licenceIOP Institute of Physics | 2010| -
The Manning–Rosen potential studied by a new approximate scheme to the centrifugal term
National licenceIOP Institute of Physics | 2009| -
Exact solutions of the s-wave Schrödinger equation with Manning–Rosen potential
National licenceIOP Institute of Physics | 2007| -
Quantum information entropy for a hyperbolical potential function
PaperIOP Institute of Physics | 2015| -
Exact solutions of the Klein–Gordon equation with scalar and vector ring-shaped potentials
National licenceIOP Institute of Physics | 2006| -
Comment on `A single-sum expression for the overlap integral of two associated Legendre polynomials'
National licenceCOMMENTIOP Institute of Physics | 2002| -
Radial position–momentum uncertainties for Klein–Gordon hydrogen-like atoms
National licenceIOP Institute of Physics | 2008| -
Exact Solutions to the Nonlinear Schrödinger Equation with Time-Dependent Coefficients
Free accessDOAJ | 2021| -
Radial position–momentum uncertainties for the Dirac hydrogen-like atoms
National licenceIOP Institute of Physics | 2006| -
On the Dirac Equation with a Coulomb Potential in D + 1 Dimensions
National licenceIOP Institute of Physics | 2003| -
On the Bound States of the Dirac Equation with a Coulomb Potential in 2+1 Dimensions
National licenceIOP Institute of Physics | 2003| -
Quantum information entropies of the eigenstates for the Pöschl—Teller-like potential
National licenceGENERALIOP Institute of Physics | 2013|
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