Add to ORKGA necessary and sufficient condition for an operator space to support a multiplication making it completely isometric and isomorphic to a unital operator algebra is proved. The condition involves only the holomorphic structure of the Banach spaces underlying the operator space
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...
Abstract. This paper addresses the isomorphism problem for the universal operator algebras generated...
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...
A necessary and sufficient condition for an operator space to support a multiplication making it com...
A necessary and sufficient condition for an operator space to support a multiplication making it com...
A necessary and sufficient condition for an operator space to support a multiplication making it com...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
Abstract. This paper is devoted to dual algebras, that is w-closed algebras of bounded operators on ...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
AbstractLet A and B be standard operator algebras on complex Banach spaces X and Y, respectively. In...
Introduction. Our object is to give an overview of some basic results about holomorphic mappings of...
In this thesis we derive necessary and sufficient conditions for the isometric equivalence of classe...
AbstractWe answer, by counterexample, several questions concerning algebras of operators on a Hilber...
Abstract. In this paper we are interested in several conditions of operator algebras on Banach space...
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...
Abstract. This paper addresses the isomorphism problem for the universal operator algebras generated...
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...
A necessary and sufficient condition for an operator space to support a multiplication making it com...
A necessary and sufficient condition for an operator space to support a multiplication making it com...
A necessary and sufficient condition for an operator space to support a multiplication making it com...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
Abstract. This paper is devoted to dual algebras, that is w-closed algebras of bounded operators on ...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
AbstractLet A and B be standard operator algebras on complex Banach spaces X and Y, respectively. In...
Introduction. Our object is to give an overview of some basic results about holomorphic mappings of...
In this thesis we derive necessary and sufficient conditions for the isometric equivalence of classe...
AbstractWe answer, by counterexample, several questions concerning algebras of operators on a Hilber...
Abstract. In this paper we are interested in several conditions of operator algebras on Banach space...
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...
Abstract. This paper addresses the isomorphism problem for the universal operator algebras generated...
We prove that an operator space is completely isometric to a ternary ring of operators if and only i...