Add to ORKGABSTRACT. We discuss the boundary behavior of functions in star invariant subspaces (BH2)⊥, where B is a Blaschke product. Extending some results of Ahern and Clark, we are particularly interested in the growth rates of functions at points of the spectrum of B where B does not admit a derivative in the sense of Carathéodory. 1
AbstractWe study the relationship between two types of spectra associated with invariant subspaces o...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...
ABSTRACT. We discuss the boundary behavior of functions in star invariant subspaces (BH2)⊥, where B ...
We discuss the boundary behavior of functions in backward shift invariant subspaces $(B H^2)^{\perp}...
We discuss the boundary behavior of functions in star invariant subspaces (BH2)1, where B is a Blasc...
We continue our study begun in \cite{HR3} concerning the radial growth of functions in the model spa...
This Article is brought to you for free and open access by the Math and Computer Science at UR Schol...
We continue our study begun in [HR11] concerning the radial growth of functions in the model spaces ...
Abstract. Our work addresses the question: for which (infinite) Blaschke products B does the star-sh...
Dedicated to Joseph Cima on the occasion of his 70th birthday Abstract. In this note we summarize so...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...
The context of much of the work in this paper is that of a backward-shift invariant subspace of the ...
AbstractGiven a discrete set Λ⊂C\R, let RΛp denote the subspace of Lp(R) generated by rational funct...
AbstractThe context of much of the work in this paper is that of a backward-shift invariant subspace...
AbstractWe study the relationship between two types of spectra associated with invariant subspaces o...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...
ABSTRACT. We discuss the boundary behavior of functions in star invariant subspaces (BH2)⊥, where B ...
We discuss the boundary behavior of functions in backward shift invariant subspaces $(B H^2)^{\perp}...
We discuss the boundary behavior of functions in star invariant subspaces (BH2)1, where B is a Blasc...
We continue our study begun in \cite{HR3} concerning the radial growth of functions in the model spa...
This Article is brought to you for free and open access by the Math and Computer Science at UR Schol...
We continue our study begun in [HR11] concerning the radial growth of functions in the model spaces ...
Abstract. Our work addresses the question: for which (infinite) Blaschke products B does the star-sh...
Dedicated to Joseph Cima on the occasion of his 70th birthday Abstract. In this note we summarize so...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...
The context of much of the work in this paper is that of a backward-shift invariant subspace of the ...
AbstractGiven a discrete set Λ⊂C\R, let RΛp denote the subspace of Lp(R) generated by rational funct...
AbstractThe context of much of the work in this paper is that of a backward-shift invariant subspace...
AbstractWe study the relationship between two types of spectra associated with invariant subspaces o...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...
Functions in backward shift invariant subspaces have nice analytic continuation properties outside t...