A classical theorem of Frostman says that if B is a Blaschke product (or any inner function), then its Frostman shifts Bw = (B − w)(1 – w¯B)−1 are Blaschke products for all |w| \u3c 1 except possibly for w in a set of logarithmic capacity zero. If B is a Frostman Blaschke product, equivalently an inner multiplier for the space of Cauchy transforms of measures on the unit circle, we show that for all |w| \u3c 1, Bw is indeed another Frostman Blaschke product
This paper studies the structure of inner functions under the operation of composition, and in parti...
Let ℐ be the set of inner functions whose derivative lies in the Nevanlinna class. We show that up t...
AbstractLetΓ=def{(z+w,zw):|z|≤1,|w|≤1}⊂C2. A Γ-inner function is a holomorphic map h from the unit d...
AbstractThe theory of inner functions plays an important role in the study of bounded analytic funct...
AbstractThe theory of inner functions plays an important role in the study of bounded analytic funct...
We construct an infinite uniform Frostman Blaschke product B such that B composed with itself is als...
We construct an infinite uniform Frostman Blaschke product B such that B composed with itself is als...
We give an example of a uniform Frostman--Blaschke product B, whose spectrum is a Cantor set, such t...
Abstract. Our work addresses the question: for which (infinite) Blaschke products B does the star-sh...
AbstractLetSbe the atomic inner function. We determine all analytic maps of the unit disk commuting ...
We give an example of a uniform Frostman-Blaschke product B, whose spectrum is a Cantor set, such th...
This monograph offers an introduction to finite Blaschke products and their connections to complex a...
Abstract This paper studies the structure of inner functions under the operation of composition, and...
A Γ-inner function is a holomorphic map h from the unit disc D to Γ whose boundary values at almost ...
A finite Blaschke product is a product of finitely many automorphisms of the unit disk. This brief s...
This paper studies the structure of inner functions under the operation of composition, and in parti...
Let ℐ be the set of inner functions whose derivative lies in the Nevanlinna class. We show that up t...
AbstractLetΓ=def{(z+w,zw):|z|≤1,|w|≤1}⊂C2. A Γ-inner function is a holomorphic map h from the unit d...
AbstractThe theory of inner functions plays an important role in the study of bounded analytic funct...
AbstractThe theory of inner functions plays an important role in the study of bounded analytic funct...
We construct an infinite uniform Frostman Blaschke product B such that B composed with itself is als...
We construct an infinite uniform Frostman Blaschke product B such that B composed with itself is als...
We give an example of a uniform Frostman--Blaschke product B, whose spectrum is a Cantor set, such t...
Abstract. Our work addresses the question: for which (infinite) Blaschke products B does the star-sh...
AbstractLetSbe the atomic inner function. We determine all analytic maps of the unit disk commuting ...
We give an example of a uniform Frostman-Blaschke product B, whose spectrum is a Cantor set, such th...
This monograph offers an introduction to finite Blaschke products and their connections to complex a...
Abstract This paper studies the structure of inner functions under the operation of composition, and...
A Γ-inner function is a holomorphic map h from the unit disc D to Γ whose boundary values at almost ...
A finite Blaschke product is a product of finitely many automorphisms of the unit disk. This brief s...
This paper studies the structure of inner functions under the operation of composition, and in parti...
Let ℐ be the set of inner functions whose derivative lies in the Nevanlinna class. We show that up t...
AbstractLetΓ=def{(z+w,zw):|z|≤1,|w|≤1}⊂C2. A Γ-inner function is a holomorphic map h from the unit d...