Abstract
The Killingbeck potential consisting of the harmonic oscillator plus Cornell potential, ar2+br −c/r, is of great interest in particle physics. The solution of the Dirac equation with the Killingbeck potential is studied in the presence of the pseudospin (p-spin) symmetry within the context of quasiexact solutions. Two special cases of the harmonic oscillator and Coulomb potential are also discussed.
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