The Metric Theory of Tensor Products (Grothendieck's Résumé Revisited) Part 5: Injective and Projective Tensor Norms

Original Articles

The Metric Theory of Tensor Products (Grothendieck's Résumé Revisited) Part 5: Injective and Projective Tensor Norms

Published in: Quaestiones Mathematicae
Volume 26 , issue 4 , 2003 , pages: 477–497
DOI: 10.2989/16073600309486077
Author(s): Joe Diestel , Jan Fourie , Johan Swart
Keywords: INJECTIVE AND PROJECTIVE TENSOR NORM , LEFT INJECTIVE , RIGHT INJECTIVE , LEFT PROJECTIVE , RIGHT PROJECTIVE
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Abstract

In this continuation of our multiseries on Grothendieck's 'Resume', we look at the projective and injective properties of general tensor norms. We also introduce the concepts of left and right injectivity as well as left and right projectivity.
« A Non-topologically Generated Hutton-lowen Uniformizable Space
Stability of Banach Space Properties In The Projective Tensor Product »

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