Compactness in Topological Tensor Products and Operator Spaces
Compactness in Topological Tensor Products and Operator Spaces
Let E and F be Banach spaces, EĀ®F their algebraic tensor product, and EĀ®xFthe completion of EĀ®F with respect to a uniform crossnorm a^A (where X is the "least", and y the greatest, crossnorm).In Ā§2 we characterize the relatively compact subsets of EĀ®x Fas those which, considered as spaces of ā¦