Constructs non-exact operator spaces with WEP and OLLP plus new Gurarii operator spaces associated to classes of finite-dimensional operator spaces, proving existence and uniqueness up to complete isometry.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Detailed proof of Haagerup's announced characterization of the Weak Expectation Property (WEP) and its relation to the Connes embedding problem.
citing papers explorer
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Operator spaces with the WEP, the OLLP and the Gurarii property
Constructs non-exact operator spaces with WEP and OLLP plus new Gurarii operator spaces associated to classes of finite-dimensional operator spaces, proving existence and uniqueness up to complete isometry.
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On a Characterization of the Weak Expectation Property (WEP)
Detailed proof of Haagerup's announced characterization of the Weak Expectation Property (WEP) and its relation to the Connes embedding problem.