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
In the 1970s Alain Connes identified the appropriate notion of amenabilty for von Neumann algebras, ...
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 ...
By a theorem of D. P. Blecher, a Hilbert C*-module V over a C*-algebra A (faithfully and nondegenera...
Let E and F be Hilbert C*-modules over a C*-algebra A. New classes of (possibly unbounded) operators...
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...
We single out the concept of concrete Hilbert module over a locally C*-algebra by means of locally b...
Several *-algebras A§ carry with them unbounded C*-seminorms in the s ense that t...
In the 1970s Alain Connes identified the appropriate notion of amenabilty for von Neumann algebras, ...
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 ...
By a theorem of D. P. Blecher, a Hilbert C*-module V over a C*-algebra A (faithfully and nondegenera...
Let E and F be Hilbert C*-modules over a C*-algebra A. New classes of (possibly unbounded) operators...
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...
We single out the concept of concrete Hilbert module over a locally C*-algebra by means of locally b...
Several *-algebras A§ carry with them unbounded C*-seminorms in the s ense that t...
In the 1970s Alain Connes identified the appropriate notion of amenabilty for von Neumann algebras, ...
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 = ...