AbstractWe establish a relationship between Schreiner's matrix regular operator space and Werner's (nonunital) operator system. For a matrix ordered operator space V with complete norm, we show that V is completely isomorphic and complete order isomorphic to a matrix regular operator space if and only if both V and its dual space V∗ are (nonunital) operator systems
AbstractLet B(H) be the bounded operators on a Hilbert space H. A linear subspace R ⊆ B(H) is said t...
We investigate order isomorphisms, which are not assumed to be linear, between complete order unit s...
We characterize certain properties in a matrix ordered space in order to order embed it in a $C^{\as...
AbstractWe establish a relationship between Schreiner's matrix regular operator space and Werner's (...
AbstractThe concept of the regular (or Riesz) norm on ordered real Banach spaces is generalized to m...
In this thesis, the concept of the regular (or Riesz) norm on ordered real Banach spaces is generali...
AbstractAn operator system is a complex matricially ordered vector space that is completely order is...
{If} $\phi:\mathcal{S}\rightarrow\mathcal{T}$ is a completely positive (cp) linear map of operator s...
Abstract. Given an Archimedean order unit space (V, V +, e), we con-struct a minimal operator system...
We show that the complex normed linear space l(1)(n), n > 1, has no isometric embedding into k x k c...
We demonstrate new abstract characterizations for unital and non-unital operator spaces. We characte...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
AbstractWe show that an isomorphism between two reflexive operator algebras on Hilbert space with co...
The purpose of this note is to show that any order isomorphism between noncommutative L2-spaces asso...
G. Todorov and Mark Tomforde Given an Archimedean order unit space (V, V +, e), we construct a minim...
AbstractLet B(H) be the bounded operators on a Hilbert space H. A linear subspace R ⊆ B(H) is said t...
We investigate order isomorphisms, which are not assumed to be linear, between complete order unit s...
We characterize certain properties in a matrix ordered space in order to order embed it in a $C^{\as...
AbstractWe establish a relationship between Schreiner's matrix regular operator space and Werner's (...
AbstractThe concept of the regular (or Riesz) norm on ordered real Banach spaces is generalized to m...
In this thesis, the concept of the regular (or Riesz) norm on ordered real Banach spaces is generali...
AbstractAn operator system is a complex matricially ordered vector space that is completely order is...
{If} $\phi:\mathcal{S}\rightarrow\mathcal{T}$ is a completely positive (cp) linear map of operator s...
Abstract. Given an Archimedean order unit space (V, V +, e), we con-struct a minimal operator system...
We show that the complex normed linear space l(1)(n), n > 1, has no isometric embedding into k x k c...
We demonstrate new abstract characterizations for unital and non-unital operator spaces. We characte...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
AbstractWe show that an isomorphism between two reflexive operator algebras on Hilbert space with co...
The purpose of this note is to show that any order isomorphism between noncommutative L2-spaces asso...
G. Todorov and Mark Tomforde Given an Archimedean order unit space (V, V +, e), we construct a minim...
AbstractLet B(H) be the bounded operators on a Hilbert space H. A linear subspace R ⊆ B(H) is said t...
We investigate order isomorphisms, which are not assumed to be linear, between complete order unit s...
We characterize certain properties in a matrix ordered space in order to order embed it in a $C^{\as...
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