ON INVERSE PROBLEM IN QUANTUM SCATTERING THEORY FOR RADIAL SCHRODINGER EQUATION II. NONINTEGRAL ORBITAL MOMENTUM

Abstract

Some expansions over products of solutions of two radial Schrödinger equations with nonintegral momentum $l \geq -1/2$ are obtained. The limit point and limit circle cases for $x=0$ are considered. The results are generalisation of previously obtained for the cases $l=0$ and $l = 1, 2, 3,$ etc.