Palestine Technical University Research Journal
Article Title
Abstract
The occurrence of complex potentials with real eigenvalues has implications concerning the inverse problem, i.e. the determination of a potential from its spectrum. First, any complex potential with real eigenvalues has at least one equivalent local potential. Secondly, a real spectrum does not necessarily corresponds to a local real potential. A basic ambiguity arises from the possibility the spectrum to be generated by a complex potential. The purpose of this work is to discuss several aspects of this problem.
Recommended Citation
Lombard, R. J.
(2018)
"Complex potentials and the inverse problem,"
Palestine Technical University Research Journal: Vol. 6:
Iss.
2, Article 3.
Available at:
https://digitalcommons.aaru.edu.jo/ptuk/vol6/iss2/3
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