A construction of a base for the m fold tensor product of a Banach space.

Hemasinha, Rohan

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Copies of l in tensor products.

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The problem of finding complemented copies of l in another space is a classical problem in Functional Analysis and has been studied from different points of view in the literature. Here we pay attention to complementation of l in an n-fold tensor product of l spaces because we were lead to that result in the study of Grothendieck's Problème des topologies as we shall comment later.

On the structure of derivations on certain nonamenable nuclear Banach algebras.

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M-structure in tensor products of Banach spaces.

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Some properties of fundamental bipoint tensor

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Complexification of the projective and injective tensor products

Gusti van Zyl (2008)

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We show that the Taylor (resp. Bochnak) complexification of the injective (projective) tensor product of any two real Banach spaces is isometrically isomorphic to the injective (projective) tensor product of the Taylor (Bochnak) complexifications of the two spaces.