@article{article_393294, title={Using Special Rules for Transformation of the Finding Exact Solutions of the Singular Schrödinger Differential Equation}, journal={KSÜ Doğa Bilimleri Dergisi}, volume={11}, pages={33–36}, year={2008}, author={Karaman, Özkan and Korkmaz, Mehmet and Aslan, Yaşar}, keywords={Schrödinger denklemi,spektrum,spektral operator,singülerlik}, abstract={<p>In this article we give a very brief outline of one way of carrying out the spectral analysis of a boundary value problem with specified singularities and investigating the corresponding inverse problem. We find out the solutions of equation satisfying the boundary condition <br>y¢(0) - aly(0) = 0 <br>where V is a real valued function, λ is a spectral parameter and a is a natural number. As the mention above, these solutions of a singular boundary value problem were made of our premises which <br>results came out the solutions of a non singular boundary value problem <br>¢¢ - ( ) + 2 = 0, Î = [0,¥), y V x y l y x R+ <br>y¢(0) - aly(0) = 0. <br> </p>}, number={1}, publisher={Kahramanmaraş Sütçü İmam Üniversitesi}