Approximate solution for the minimal length case of Klein Gordon equation for trigonometric cotangent potential using Asymptotic Iteration Method

The approximate solution of Klein Gordon equation within minimal length formalism for trigonometric cotangent potential was solved using Asymptotic Iteration Method. Asymptotic Iteration Method was used to obtain relativistic energy and wave function of alternative solution Klein Gordon equation within minimal length formalism. The relativistic energy was calculated numerically using Matlab software, and unnormalized wave function was expressed in hypergeometric terms. The minimal length parameter which was used in this research was very small value. The results show that the relativistic energy within minimal length formalism increased by the increase of minimal length parameter.