AbstractWe will prove that if the predual of an injective von Neumann algebra is embedded in the predual of another von Neumann algebra almost completely isometrically, then it is complemented almost completely contractively. This result is the operator space analogue of Dor's theorem
Let A be a C*-algebra and A** its enveloping von Neumann algebra. Pedersen and Akemann developed fou...
Contractive weak star continuous representations of the Fourier binest algebra (of Katavolos and Pow...
AbstractThis paper establishes a type decomposition theory for embeddings of a von Neumann algebra A...
In 1965, Ron Douglas proved that if X is a closed subspace of an L1-space and X is isometric to anot...
. In this paper the author proves that any two elements from one of the following classes of operato...
AbstractWe introduce the central Haagerup tensor product R ⊗ Fh R for a von Neumann algebra R, and w...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
International audienceWe construct some separable infinite dimensional homogeneous Hilbertian operat...
We present a to following results in the constructive theory of operator algebras. A representation ...
We present a to following results in the constructive theory of operator algebras. A representation ...
Minor corrections of misprints and addition of an introductionWe prove a factorization of completely...
Parallel to the study of finite-dimensional Banach spaces, there is a growing interest in the corres...
Abstract. We show that, if a a nite dimensional operator space E is such that X contains E C-complet...
AbstractIt is proved that the (analogy of the) Haagerup norm on the tenser product of submodules of ...
AbstractWe consider linear surjective isometries acting on reflexive operator algebras with commutat...
Let A be a C*-algebra and A** its enveloping von Neumann algebra. Pedersen and Akemann developed fou...
Contractive weak star continuous representations of the Fourier binest algebra (of Katavolos and Pow...
AbstractThis paper establishes a type decomposition theory for embeddings of a von Neumann algebra A...
In 1965, Ron Douglas proved that if X is a closed subspace of an L1-space and X is isometric to anot...
. In this paper the author proves that any two elements from one of the following classes of operato...
AbstractWe introduce the central Haagerup tensor product R ⊗ Fh R for a von Neumann algebra R, and w...
AbstractAn operator algebra is a uniformly closed algebra of bounded operators on a Hilbert space. I...
International audienceWe construct some separable infinite dimensional homogeneous Hilbertian operat...
We present a to following results in the constructive theory of operator algebras. A representation ...
We present a to following results in the constructive theory of operator algebras. A representation ...
Minor corrections of misprints and addition of an introductionWe prove a factorization of completely...
Parallel to the study of finite-dimensional Banach spaces, there is a growing interest in the corres...
Abstract. We show that, if a a nite dimensional operator space E is such that X contains E C-complet...
AbstractIt is proved that the (analogy of the) Haagerup norm on the tenser product of submodules of ...
AbstractWe consider linear surjective isometries acting on reflexive operator algebras with commutat...
Let A be a C*-algebra and A** its enveloping von Neumann algebra. Pedersen and Akemann developed fou...
Contractive weak star continuous representations of the Fourier binest algebra (of Katavolos and Pow...
AbstractThis paper establishes a type decomposition theory for embeddings of a von Neumann algebra A...
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