Mathematics – Operator Algebras
Scientific paper
2008-07-27
Mathematics
Operator Algebras
10 pages
Scientific paper
We characterize weak* closed unital vector spaces of operators on a Hilbert space $H$. More precisely, we first show that an operator system, which is the dual of an operator space, can be represented completely isometrically and weak* homeomorphically as a weak* closed operator subsystem of $B(H)$. An analogous result is proved for unital operator spaces. Finally, we give some somewhat surprising examples of dual unital operator spaces.
Blecher David P.
Magajna Bojan
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