This paper generalizes the classical Sz.-Nagy–Foias H∞(D) functional calculus for Hilbert space contractions. In particular, we replace the single contraction T with a tuple T = (T1,...,Td) of commuting bounded operators on a Hilbert space and replace H∞(D) with a large class of multiplier algebras of Hilbert function spaces on the unit ball in Cd
In this paper, we introduce the notion of multiplier of a Hilbert algebra. The space of bounded mult...
Let T be a sectorial operator. It is known that the existence of a bounded (suitably scaled) H1 calc...
Abstract. Let be a Hilbert space of analytic functions on a planar domain G such that, for each λ i...
A commuting row contraction is a $d$-tuple of commuting operators $T_1,\dots,T_d$ such that $\sum_{i...
In operator theory, one of the central concepts is the spectrum of an operator and if one knows how ...
AbstractWe present some general theorems about operator algebras that are algebras of functions on s...
We study multiplier algebras of certain complete Pick spaces on the unit ball. Rather than focusing ...
this paper M c Intosh developed a functional calculus for type ! operators, which we will call secto...
Copyright © 2013 Adnan A. S. Jibril. This is an open access article distributed under the Creative C...
The objective of this paper is to study wandering subspaces for commuting tuples of bounded operator...
We develop a Sz.-Nagy--Foias-type functional model for a commutative contractive operator tuple $\un...
In a series of papers [3], [4], [5], the first author has studied a new approach to the study of bou...
Abstract. Let B be a direct sum of spaces of functions on each of which the operator Mz of multiplic...
Abstract. A d-contraction is a d-tuple (T1,..., Td) of mutually commuting opera-tors acting on a com...
Vita.In this thesis we study properties of dual algebras generated by polynoniially bounded operator...
In this paper, we introduce the notion of multiplier of a Hilbert algebra. The space of bounded mult...
Let T be a sectorial operator. It is known that the existence of a bounded (suitably scaled) H1 calc...
Abstract. Let be a Hilbert space of analytic functions on a planar domain G such that, for each λ i...
A commuting row contraction is a $d$-tuple of commuting operators $T_1,\dots,T_d$ such that $\sum_{i...
In operator theory, one of the central concepts is the spectrum of an operator and if one knows how ...
AbstractWe present some general theorems about operator algebras that are algebras of functions on s...
We study multiplier algebras of certain complete Pick spaces on the unit ball. Rather than focusing ...
this paper M c Intosh developed a functional calculus for type ! operators, which we will call secto...
Copyright © 2013 Adnan A. S. Jibril. This is an open access article distributed under the Creative C...
The objective of this paper is to study wandering subspaces for commuting tuples of bounded operator...
We develop a Sz.-Nagy--Foias-type functional model for a commutative contractive operator tuple $\un...
In a series of papers [3], [4], [5], the first author has studied a new approach to the study of bou...
Abstract. Let B be a direct sum of spaces of functions on each of which the operator Mz of multiplic...
Abstract. A d-contraction is a d-tuple (T1,..., Td) of mutually commuting opera-tors acting on a com...
Vita.In this thesis we study properties of dual algebras generated by polynoniially bounded operator...
In this paper, we introduce the notion of multiplier of a Hilbert algebra. The space of bounded mult...
Let T be a sectorial operator. It is known that the existence of a bounded (suitably scaled) H1 calc...
Abstract. Let be a Hilbert space of analytic functions on a planar domain G such that, for each λ i...
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