Authors: S O Kuzhel’ O M Patsyuk
Publish Date: 2012/08/02
Volume: 64, Issue: 1, Pages: 35-55
Abstract
We develop a general theory of mathcalPmathcalT symmetric operators Special attention is given to mathcalPmathcalT symmetric quasiselfadjoint extensions of symmetric operator with deficiency indices 2 2 For these extensions the possibility of their interpretation as selfadjoint operators in Krein spaces is investigated and the description of nonreal eigenvalues is presented These abstract results are applied to the Schr¨odinger operator with Coulomb potential on the real axis
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