Abstract
The relativistic energy and wave function of the Bohr-Mottelson equation in the presence of minimal length are investigated by the hypergeometric method. The Bohr-Mottelson equation in the presence of minimal length is influenced by Yukawa potential. The energy relativistic is calculated by using Matlab software, and the wave function is expressed in the Hypergeometric term. The existence of minimal length caused increased of the energy relativistic of Bohr-Mottelson equation.
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