Inverse spectral theory for a class of non-compact Hankel operators

Abstract

We characterize all bounded Hankel operators $\Gamma$ such that ${\Gamma }^{\ast }\Gamma$ has finite spectrum. We identify spectral data corresponding to such operators and construct inverse spectral theory including the characterization of these spectral data.

References in corpus (1)

• Weighted model spaces and Schmidt subspaces of Hankel operators

Cited by in corpus (1)

• Weighted model spaces and Schmidt subspaces of Hankel operators