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Paper IPM / P / 7296  


Abstract:  
Using the associated Jacobi differential equation, we obtain exactly bound states of the generalization of WoodsSaxon potential with the negative energy levels based on the analytic approach. According to the supersymmetry approaches in quantum mechanic, we show that these bound states by four pairs of the first order differential operators, represent four types of the laddering equations. Two types of these supersymmetry structures, suggest the derivation of algebraic solutions by two different approaches for the bound states.
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