AbstractWe transcribe a portion of the theory of extensions of C∗-algebras to general operator algebras. We also include several new general facts about approximately unital ideals in operator algebras and the C∗-algebras which they generate
AbstractA C∗-algebra associated to strongly continuous one-parameter semigroups of partial isometrie...
By a theorem of D. P. Blecher, a Hilbert C*-module V over a C*-algebra A (faithfully and nondegenera...
Let E be an operator algebra on a Hilbert space with finite-dimensional C*-algebra C*(E). A classifi...
Extension theory in the study of C*-algebras has been important in many aspects. For that reason, a...
AbstractWe give several applications of a recent theorem of the second author, which solved a conjec...
The aim of this paper is to connect the results of D. Bakic and B. Guljas about C*-extensions of Hil...
AbstractWe show that in every nonzero operator algebra with a contractive approximate identity (or c...
We consider the condition for a morphism of (between) extensions of Hilbert C*-modules to exist and ...
1. G. G. Kasparov [9] recently showed how to construct a commutative semi-group Ext(Ay B) out of &qu...
In 2015, E. Katsoulis and C. Ramsey introduced the construction of a non-self-adjoint crossed produc...
This thesis aims to generalise Busby’s framework for studying extensions of C∗-algebras, to the Bana...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
We describe the pullback construction in the category of Hilbert C*-modules (with a suitable class o...
AbstractLet E be an operator algebra on a Hilbert space with finite-dimensional C*-algebra C*(E). A ...
AbstractWe prolong the list of C⁎-algebras which have the property that all extensions by a stable C...
AbstractA C∗-algebra associated to strongly continuous one-parameter semigroups of partial isometrie...
By a theorem of D. P. Blecher, a Hilbert C*-module V over a C*-algebra A (faithfully and nondegenera...
Let E be an operator algebra on a Hilbert space with finite-dimensional C*-algebra C*(E). A classifi...
Extension theory in the study of C*-algebras has been important in many aspects. For that reason, a...
AbstractWe give several applications of a recent theorem of the second author, which solved a conjec...
The aim of this paper is to connect the results of D. Bakic and B. Guljas about C*-extensions of Hil...
AbstractWe show that in every nonzero operator algebra with a contractive approximate identity (or c...
We consider the condition for a morphism of (between) extensions of Hilbert C*-modules to exist and ...
1. G. G. Kasparov [9] recently showed how to construct a commutative semi-group Ext(Ay B) out of &qu...
In 2015, E. Katsoulis and C. Ramsey introduced the construction of a non-self-adjoint crossed produc...
This thesis aims to generalise Busby’s framework for studying extensions of C∗-algebras, to the Bana...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
We describe the pullback construction in the category of Hilbert C*-modules (with a suitable class o...
AbstractLet E be an operator algebra on a Hilbert space with finite-dimensional C*-algebra C*(E). A ...
AbstractWe prolong the list of C⁎-algebras which have the property that all extensions by a stable C...
AbstractA C∗-algebra associated to strongly continuous one-parameter semigroups of partial isometrie...
By a theorem of D. P. Blecher, a Hilbert C*-module V over a C*-algebra A (faithfully and nondegenera...
Let E be an operator algebra on a Hilbert space with finite-dimensional C*-algebra C*(E). A classifi...
DOI
Add to ORKG