Abstract
We give the exact solution of the Schrödinger equation at zero energy and derive an expression in closed form for the Regge poles for a particular 1/r2 potential with the behavior r2V (r) = −V0 at r = 0 and r2V (r) = −V2 at r = ∞. We give detailed results on the properties and distribution of the Regge poles in the λ plane and find them to be in agreement with the predictions of a previous paper in this series.
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