Abstract
In this study, the exact solutions of the bound states of the two $${{\mathcal {PT}}}$$ -symmetric potentials: quadratic and hyperbolic Schioberg-type potentials for the one-dimensional Schrodinger equation are obtained by using the SUSYQM approach. Solving the Schrodinger wave equations, the real energy eigenvalues and normalized wave functions are obtained. Some special cases of interest are discussed.
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