We prove a realization formula and a model formula for analytic functions with modulus bounded by 1 on the symmetrized bidisc G = def {( z + w , z w ) : | z | < 1 , | w | < 1} . As an application we prove a Pick-type theorem giving a criterion for the existence of such a function satisfying a finite set of interpolation conditions
In this paper we characterize the unit disc, the bidisc and the symmetrized bidisc G={(z+w,zw):|z|<1...
Abstract: The univariate Taylor formula without remainder allows to reproduce a function completely ...
The purpose of this article is to introduce a new subclass of analytic and bi-univalent functions, i...
There are three new things in this talk about the open symmetrized bidisk $\mathbb G = \...
There are three new things in this paper about the open symmetrized bidisk G = {(z(1) + z(2), z(1)z(...
The symmetrized bidisc G def = {(z + w, zw) : |z| < 1, |w| < 1} has interesting geometric prop...
This Master's thesis will develops a modern approach to complex interpolation problems studied by Ca...
We analyze the 3-extremal holomorphic maps from the unit disc D to the symmetrized bidisc G=def{(z+w...
PhD ThesisThe problem of designing controllers that are robust with respect to uncertainty leads to...
AbstractWe describe a generalization of the notion of a Hilbert space model of a function in the Sch...
We prove a noncommutative analogue of the fact that every symmetric analytic function of $(z,w)$ in ...
A set in a domain in has the norm-preserving extension property if every bounded holomorphic functio...
We study certain interpolation problems for analytic 2 × 2 matrix-valued functions on the unit disc....
A seminal result of Agler proves that the natural de Branges-Rovnyak kernel function associated to a...
AbstractWe prove a noncommutative analogue of the fact that every symmetric analytic function of (z,...
In this paper we characterize the unit disc, the bidisc and the symmetrized bidisc G={(z+w,zw):|z|<1...
Abstract: The univariate Taylor formula without remainder allows to reproduce a function completely ...
The purpose of this article is to introduce a new subclass of analytic and bi-univalent functions, i...
There are three new things in this talk about the open symmetrized bidisk $\mathbb G = \...
There are three new things in this paper about the open symmetrized bidisk G = {(z(1) + z(2), z(1)z(...
The symmetrized bidisc G def = {(z + w, zw) : |z| < 1, |w| < 1} has interesting geometric prop...
This Master's thesis will develops a modern approach to complex interpolation problems studied by Ca...
We analyze the 3-extremal holomorphic maps from the unit disc D to the symmetrized bidisc G=def{(z+w...
PhD ThesisThe problem of designing controllers that are robust with respect to uncertainty leads to...
AbstractWe describe a generalization of the notion of a Hilbert space model of a function in the Sch...
We prove a noncommutative analogue of the fact that every symmetric analytic function of $(z,w)$ in ...
A set in a domain in has the norm-preserving extension property if every bounded holomorphic functio...
We study certain interpolation problems for analytic 2 × 2 matrix-valued functions on the unit disc....
A seminal result of Agler proves that the natural de Branges-Rovnyak kernel function associated to a...
AbstractWe prove a noncommutative analogue of the fact that every symmetric analytic function of (z,...
In this paper we characterize the unit disc, the bidisc and the symmetrized bidisc G={(z+w,zw):|z|<1...
Abstract: The univariate Taylor formula without remainder allows to reproduce a function completely ...
The purpose of this article is to introduce a new subclass of analytic and bi-univalent functions, i...
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