Remarks on the Inverse Square Potential in Quantum Mechanics

Authors

Pierre Baras, Laboratoire IMAG Tour des Mathématics Analyse NumeriqueFollow
Jerome A. Goldstein, Tulane UniversityFollow

Abstract

This chapter discusses the inverse square potential in quantum mechanics. The chapter presents the Schrodinger operator (L2 (realsN)), because it has the curious property of being well behaved or poorly behaved depending on the value of the constant c. By maximum principle and comparison arguments, the chapter presents good existence results for c. © 1984, Elsevier Inc. All rights reserved.

Publication Title

North-Holland Mathematics Studies

Recommended Citation

Baras, P., & Goldstein, J. (1984). Remarks on the Inverse Square Potential in Quantum Mechanics. North-Holland Mathematics Studies, 92 (C), 31-35. https://doi.org/10.1016/S0304-0208(08)73675-2