Abstract
The inversion problem in the complex angular-momentum plane is treated for a class of potentials behaving near the origin more singularly than the centrifugal term. The method follows the one used in the previous paper. Equations of the Gel’fand and Levitan type are established which allow us to construct the potential from the knowledge of the discrete spectrum in the complex angular-momentum plane for anyk (linear momentum) such that Imk≥0.
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