Add to ORKGA semiregular operator on a Hilbert C∗-module, or equivalently, on the C∗-algebra of 'compact' operators on it, is a closable densely defined operator whose adjoint is also densely defined. It is shown that for operators on extensions of compacts by unital or abelian C∗-algebras, semiregularity leads to regularity. Two examples coming from quantum groups are discussed
We single out the concept of concrete Hilbert module over a locally C*-algebra by means of locally b...
Abstract. In this paper, we consider several interesting multiplier algebras associated with a local...
In this note we initiate a study of the old unsolved problem whether every T ∈ L(H) of the form T = ...
A semiregular operator on a Hilbert C∗-module, or equivalently, on the C∗-algebra of 'compact' opera...
AbstractHilbert C⁎-modules are the analogues of Hilbert spaces where a C⁎-algebra plays the role of ...
Let E and F be Hilbert C*-modules over a C*-algebra A. New classes of (possibly unbounded) operators...
By a theorem of D. P. Blecher, a Hilbert C*-module V over a C*-algebra A (faithfully and nondegenera...
AbstractIn this paper we discuss a certain class of sets of generators for a full Hilbert C∗-module ...
AbstractFor a Banach algebra A with a bounded approximate identity, we investigate the A-module homo...
AbstractLet M be a Hilbert C∗-module over the C∗-algebra A, and LA(M) the C∗-algebra of all adjointa...
AbstractWe transcribe a portion of the theory of extensions of C∗-algebras to general operator algeb...
We define and study dense Frechet subalgebras of compact quantum groups realised as smooth domains a...
We propose a definition of a "C∗-Eberlein" algebra, which is a weak form of a C∗-bialgebra with a so...
In the 1970s Alain Connes identified the appropriate notion of amenabilty for von Neumann algebras, ...
Several *-algebras A§ carry with them unbounded C*-seminorms in the s ense that t...
We single out the concept of concrete Hilbert module over a locally C*-algebra by means of locally b...
Abstract. In this paper, we consider several interesting multiplier algebras associated with a local...
In this note we initiate a study of the old unsolved problem whether every T ∈ L(H) of the form T = ...
A semiregular operator on a Hilbert C∗-module, or equivalently, on the C∗-algebra of 'compact' opera...
AbstractHilbert C⁎-modules are the analogues of Hilbert spaces where a C⁎-algebra plays the role of ...
Let E and F be Hilbert C*-modules over a C*-algebra A. New classes of (possibly unbounded) operators...
By a theorem of D. P. Blecher, a Hilbert C*-module V over a C*-algebra A (faithfully and nondegenera...
AbstractIn this paper we discuss a certain class of sets of generators for a full Hilbert C∗-module ...
AbstractFor a Banach algebra A with a bounded approximate identity, we investigate the A-module homo...
AbstractLet M be a Hilbert C∗-module over the C∗-algebra A, and LA(M) the C∗-algebra of all adjointa...
AbstractWe transcribe a portion of the theory of extensions of C∗-algebras to general operator algeb...
We define and study dense Frechet subalgebras of compact quantum groups realised as smooth domains a...
We propose a definition of a "C∗-Eberlein" algebra, which is a weak form of a C∗-bialgebra with a so...
In the 1970s Alain Connes identified the appropriate notion of amenabilty for von Neumann algebras, ...
Several *-algebras A§ carry with them unbounded C*-seminorms in the s ense that t...
We single out the concept of concrete Hilbert module over a locally C*-algebra by means of locally b...
Abstract. In this paper, we consider several interesting multiplier algebras associated with a local...
In this note we initiate a study of the old unsolved problem whether every T ∈ L(H) of the form T = ...