ARTICLE
TITLE

Boundary values for an eigenvalue problem with a singular potential

SUMMARY

In this paper we consider the inverse spectral problem on the interval [0,1]. This determines the three-dimensional Schrödinger equation with from singular symmetric potential. We show that the two spectrums uniquely identify the potential function q(r) in a single Sturm-Liouville equation, and we obtain new evidence for the difference in the q(r)-q(r)of the Hochstadt theorem.

PAGES
pp. 293 - 300

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