Tsirelson like operator spaces

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Lee, Hun Hee
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Abstract
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We construct nontrivial examples of weak-$C_p$ ($1\leq p \leq \infty$) operator spaces with the local operator space structure very close to $C_p = [R, C]_{\frac{1}{p}}$. These examples are non-homogeneous Hilbertian operator spaces, and their constructions are similar to that of 2-convexified Tsirelson's space by W. B. Johnson.
Comment: 19 pages
Keywords
Mathematics - Functional Analysis, Mathematics - Operator Algebras, 47L25, 46B07
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