LAUSR

Fractional calculus tecniques are used for the solutions of some classes of differential equations and fractional differential equations. One of the these tecniques is N-fractional calculus operator $$N^{\eta }$$ N η method. We can obtain the fractional solutions differently from classical solutions by means of $$N^{\eta }$$ N η method. In this study, we applied the $$N^{\eta }$$ N η method to the radial component of the fractional Schrödinger equation. After, we obtained hypergeometric forms of the solutions.