Banach Spaces

This volume contains the proceedings of the International Workshop on Banach Space Theory, held at the Universidad de Los Andes in Merida, Venezuela in January 1992. These refereed papers contain the newest results in Banach space theory, real or complex function spaces, and nonlinear functional analysis. There are several excellent survey papers, including ones on homogeneous Banach spaces and applications of probability inequalities, in addition to an important research paper on the distortion problem. This volume is notable for the breadth of the mathematics presented.

An application of Singer's theorem to homogeneous polynomials
A ${\scr l}_1$-predual which is not isometric to a quotient of $C(\alpha )$
Boundaries for algebras of analytic functions on infinite dimensional Banach spaces
Multipliers on weighted Besov spaces of analytic functions
Some questions arising from the homogeneous Banach space problem
Some probabilistic inequalities with applications to functional analysis
Bochner vs. Pettis norm: examples and results
Extremal structure of the unit ball of $C(K,X)$
Random products of nonexpansive mappings in spaces with the Opial property
Polynomial Schur and polynomial Dunford-Pettis properties
On embeddings of function spaces into $L^p+L^q$
On Auerbach bases
Renorming Banach spaces with fundamental biorthogonal system
Quantitative estimates on random subspaces which miss arbitrary measurable sets on the sphere
Three-space problem for the asymptotic-norming property of Banach spaces
Isometries of Block spaces
Property $(\beta )$ and Edelstein's algorithms for constructing nearest and farthest points
$p$-Hilbertian subsequences in ${\scr l}_1(X)$
Some geometrical properties of Banach spaces related to nearly uniform convexity
Asymptotic $l_p$ spaces and bounded distortions
On Schreier unconditional sequences
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