Asymptotic iteration method solution of the supersymmetric Schrodinger equation

In this study, we have proposed the Supersymmetric-Asymptotic Iteration Method to solve the radial Schrodinger equation for a number potentials. We examine the Harmonic Oscillator, Kratzer, Morse and Hulthen potentials and obtain the exact energy eigenvalues and the corresponding eigenfunctions for given potentials. Our results are in excellent agrement with the findings of other methods.