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WEAK AMENABILITY OF ${\cal A}(E)$ AND THE GEOMETRY OF $E$
Published online by Cambridge University Press: 24 March 2003
Abstract
A geometric property is introduced, and it is proved that Banach spaces with this property must carry weakly amenable algebras of approximable operators. These results are also applied to particular examples of Banach spaces, including the James spaces and the Tsirelson space.
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- © The London Mathematical Society, 2002
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