P. F. X. Müller / W. Schachermayer (eds.)

Geometry of Banach Spaces

Proceedings of the Conference Held in Strobl, Austria 1989
Herausgeber: Cassels, J. W. S.; Schachermayer, W.; Muller, P. F. X.

• Broschiertes Buch

Produktbeschreibung

This volume reflects the progress made in many branches of recent research in Banach space theory. It is based on a conference attended by most of the leading figures in the area, and is intended to illustrate the interplay of Banach space theory with harmonic analysis, probability, complex function theory and finite dimensional convexity theory. The papers consist of a selection of surveys and original research papers. Research workers in functional and complex analysis will find much here to interest them.

Table of contents:
A note on the Ishihara and Takahashi modulus of convexity J. Alonso and A. Ullan; 1. A property of non-strongly regular operators S. Agyros and M. Petrakis; 2. The entropy of convex bodies with 'few' extreme points K. Ball and A. Pajor; 3. Spaces of vector-valued analytic functions and applications P. G. Casazza and N. J. Kalton; 4. Moduli of complex convexity W. Davis; 5. Grothendieck-type inequalities and weak Hilbert spaces M. Defant and M. Junge; 6. A weak topology characterization of l1(m) S. J. Dilworth; 7. Singular integral operators: a martingale approach T. Figiel; 8. Remarks about the interpolation of Radon-Nikodym operators N. Ghoussoub, B. Maurey and W. Schachermayer; 9. Symmetric sequences in finite-dimensional normed spaces T. Gowers; 10. Some topologies on the space of analytic self-maps of the unit disk H. Hunziker, H. Jarchow and V. Mascioni; 11. Minimal and strongly minimal Orlicz spaces N. J. Kalton; 12. Type and cotype in Musielak-Orlicz spaces A. Kaminska and B. Turett; 13. On the complex Grothendieck constant in the n-dimensional case H. König; 14. Pathological properties and dichotomies for random quotients of finite-dimensional Banach spaces P. Mankiewicz and N. Tomczak-Jaegermann; 15. A note on a low M*-estimate V. Milman; 16. The p1/p in Pisier's factorization theorem S. J. Montgomery-Smith; 17. When E and E[E] are isomorphic C. J. Read; 18. A note on Gaussian measure of translates of balls M. Talagrand; 19. Sublattices of M(X) isometric to M[0,1] L. W. Weiss.

This volume reflects the progress made in many branches of recent research in Banach space theory and illustrates its interplay with other areas of analysis.

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Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.

Produktdetails

• Verlag: Cambridge University Press
• Seitenzahl: 288
• Erscheinungstermin: 12. Dezember 2002
• Englisch
• Abmessung: 229mm x 152mm x 17mm
• Gewicht: 471g
• ISBN-13: 9780521408509
• ISBN-10: 0521408504
• Artikelnr.: 22140735

Inhaltsangabe

A note on the Ishihara and Takahashi modulus of convexity J. Alonso and A.
Ullan; 1. A property of non-strongly regular operators S. Agyros and M.
Petrakis; 2. The entropy of convex bodies with 'few' extreme points K. Ball
and A. Pajor; 3. Spaces of vector-valued analytic functions and
applications P. G. Casazza and N. J. Kalton; 4. Moduli of complex convexity
W. Davis; 5. Grothendieck-type inequalities and weak Hilbert spaces M.
Defant and M. Junge; 6. A weak topology characterization of l1(m) S. J.
Dilworth; 7. Singular integral operators: a martingale approach T. Figiel;
8. Remarks about the interpolation of Radon-Nikodym operators N. Ghoussoub,
B. Maurey and W. Schachermayer; 9. Symmetric sequences in
finite-dimensional normed spaces T. Gowers; 10. Some topologies on the
space of analytic self-maps of the unit disk H. Hunziker, H. Jarchow and V.
Mascioni; 11. Minimal and strongly minimal Orlicz spaces N. J. Kalton; 12.
Type and cotype in Musielak-Orlicz spaces A. Kaminska and B. Turett; 13. On
the complex Grothendieck constant in the n-dimensional case H. König; 14.
Pathological properties and dichotomies for random quotients of
finite-dimensional Banach spaces P. Mankiewicz and N. Tomczak-Jaegermann;
15. A note on a low M*-estimate V. Milman; 16. The p1/p in Pisier's
factorization theorem S. J. Montgomery-Smith; 17. When E and E[E] are
isomorphic C. J. Read; 18. A note on Gaussian measure of translates of
balls M. Talagrand; 19. Sublattices of M(X) isometric to M[0,1] L. W.
Weiss.