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A theorem on reflexive large rank operator spaces
Authors:Lifeng Ding
Affiliation:Department of Mathematics and Statistics, Georgia State University, Atlanta, Georgia 30303-3083
Abstract:
If every nonzero operator in an $ n$-dimensional operator space $ mathbb{S}$ has rank $ geqslant 2n$, then $ mathbb{S}$ is reflexive.

Keywords:Reflexive operator space   separating vector
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