Handbook of the Geometry of Banach SpacesThe Handbook presents an overview of most aspects of modern

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Contents
85  
Chapter 3 Lp spaces  123 
Chapter 4 Convex geometry and functional analysis  161 
Results problems and related aspects  195 
Chapter 6 Martingales and singular integrals in Banach spaces  233 
Chapter 7 Approximation properties  271 
Chapter 8 Local operator theory random matrices and Banach spaces  317 
Chapter 9 Applications to mathematical finance  367 
Chapter 14 Special bases in function spaces  561 
Chapter 15 Infinite dimensional convexity  599 
Chapter 16 Uniform algebras as Banach spaces  671 
Chapter 17 Euclidean structure in finite dimensional normed spaces  707 
Chapter 18 Renormings of Banach spaces  781 
Chapter 19 Finite dimensional subspaces of Lp  837 
Chapter 20 Banach spaces and classical harmonic analysis  871 
Chapter 21 Aspects of the isometric theory of Banach spaces  899 
Chapter 10 Perturbed minimization principles and applications  393 
Chapter 11 Operator ideals  437 
Chapter 12 Special Banach lattices and their applications  497 
Chapter 13 Some aspects of the invariant subspace problem  533 
Chapter 22 Eigenvalues of operators and applications  941 
Author Index  975 
993  
Other editions  View all
Handbook of the Geometry of Banach Spaces, Volumes 12 William B. Johnson,Joram Lindenstrauss Limited preview  2001 
Handbook of the Geometry of Banach Spaces, Volume 2 W.B. Johnson,J. Lindenstrauss No preview available  2001 