- Introduction
Notation and terminology
Chapter 1.

- § 1. Reflexive and weakly compactly generated Banach spaces.
Related counterexamples

- § 2. The Banach-Mazur distance and projection constants
§ 3. Local representability of Banach spaces
§ 4. The moduli of convexity and smoothness; super-reflexive
Banach spaces. Unconditionally convergent series

- § 5. The approximation property
§ 6. The bounded approximation property
§ 7. Bases and their relation to the approximation property
§ 8. Unconditional bases

- § 9. Characterizations of Hilbert spaces in the class of Banach
spaces

- § 10. The isometric theory of classical Banach spaces
§ 11. The isomorphic theory of 3Îp spaces
§ 12. The isomorphic structure of the spaces L"(u)

- § 13. The topological structure of linear metric spaces
§ 14. Added in proof

Acknowledgements |

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Emilia Jakimowicz i Adam MiranowiczFile translated from T

On 04 Jan 2012, 18:52.