"The Backward Shift on the Space of Chauchy Transforms" by William T. Ross, Joseph A. Cima et al.
 

Abstract

This note examines the subspaces of the space of Cauchy transforms of measures on the unit circle that are invariant under the backward shift operator f --> z-1 (f—f (0)). We examine this question when the space of Cauchy transforms is endowed with both the norm and weak* topologies.

Document Type

Article

Publication Date

2004

Publisher Statement

Copyright © American Mathematical Society. This article first appeared in Proceedings of the American Mathematical Society 132:3 (2004), 745-754.

Please note that downloads of the article are for private/personal use only.

Included in

Algebra Commons

Share

COinS