activity
20072023
most citedClark measures for rational inner functions II: general bidegrees and higher dimensions

1 citations · 1 across the 9 of their papers we have counts for

collaborators

10 papers

math.CV2023

On Generators of the Hardy and the Bergman Spaces

Valentin V. Andreev, Miron B. Bekker, Joseph A. Cima

A function which is analytic and bounded in the Unit disk is called a generator for the Hardy space or the Bergman space if polynomials in that function are dense in the correspond…

math.FA2023★ 1 cited

Clark measures for rational inner functions II: general bidegrees and higher dimensions

John T. Anderson, Linus Bergqvist, Kelly Bickel +2

We study Clark measures associated with general two-variable rational inner functions (RIFs) on the bidisk, including those with singularities, and with general -variable ration…

math.FA2021

Clark Measures for Rational Inner Functions

Kelly Bickel, Joseph A. Cima, Alan A. Sola

We analyze the fine structure of Clark measures and Clark isometries associated with two-variable rational inner functions on the bidisk. In the degree (n,1) case, we give a comple…

math.CV2018

One-component inner functions II

Raymond Mortini, Joseph Cima

We continue our study of the set of inner functions in with the property that there is such that the level set $Ω_u(η):=\{z\in\mathbb D:…

math.CV2017

One-component inner functions

Joseph Cima, Raymond Mortini

We explicitely unveil several classes of inner functions in with the property that there is such that the level set $Ω_u(η):=\{z\in\mathbb D: |u(z)|<η\}…

math.FA2015

Isometric Equivalence of Isometries on

Joseph A. Cima, Warren R. Wogen

We consider a natural notion of equivalence for bounded linear operators on for We determine which isometries of finite codimension are equivalent. For these isom…