Geometric Aspects of Banach Spaces : Essays in Honour of Antonio Plans
This volume, dedicated to Professor A. Plans, concentrates on some important and contemporary themes in Banach space theory. The articles are by leading researchers and cover topics such as sequences, operators, eigenvalues, s-numbers and projection constants, so will be of interest to functional analysts and approximation theorists.
- Electronic book text
- 11 May 2012
- CAMBRIDGE UNIVERSITY PRESS
- Cambridge University Press (Virtual Publishing)
- Cambridge, United Kingdom
Table of contents
1. Antonio Plans: a biographical outline E. Martin-Peinador; 2. Infinite dimensional geometric moduli and type-cotype theory V. Milman and A. Perelson; 3. Hilbert space revisited J. R. Retherford; 4. Particular M-basic sequences in Banach spaces P. Terenzi; 5. Behaviour of semi-Fredholm operators on a Hilbert cube A. A. Rodes; 6. Operators on vector sequence spaces F. Bombal; 7. On the duality problem for entropy numbers H. Koenig; 8. Mixed summing norms and finite dimensional Lorentz spaces G. J. O. Jameson; 9. On the extension of 2-polynomials in normed linear spaces C. Benitez and M. C. Otero; 10. On some operator ideals defined by approximation numbers F. Cobos and I. Resina; 11. Some remarks on the compact non-nuclear operator problem K. John; 12. On some properties of A*, L1/H1o as Banach algebras J. C. Candeal and J. E. Gale; 13. On factorization of operators M. Golzalez and V. M. Onieva; 14. Some properties of Banach spaces Z**/Z M. Valdivia.