Publication Type
Journal
Journal Name
Integral Equations and Operator Theory
Publication Date
Page Numbers
1 to 19
Volume
94
Issue
2
Abstract
A two-point algebra is a set of bounded analytic functions on the unit disk that agree at two distinct points ๐,๐โ๐ป. This algebra serves as a multiplier algebra for the family of Hardy Hilbert spaces ๐ป2๐ก:={๐โ๐ป2:๐(๐)=๐ก๐(๐)}, where ๐กโโโช{โ}. We show that various spectra of certain Toeplitz operators acting on these spaces are connected.