Includes bibliographies.

Finitedimensional decompositions in Banach spaces ; Some theorems on the geometry of Banach spaces arising from the study of invariant means ; The RadonNikodym and KreinMilman properties for convex sets ; The metric linear spaces _p for &lt ; p&lt ; 1 ; The unconditional basic sequence problem ; A lemma on matrices and its applications ; Applications of geometry of infinitedimensional spaces to vector measures ; Minimax theorems without convexity ; Approximative compactness in KadecKlee spaces ; Gulko's proof of the AmirLindenstrauss theorem ; Continuous selections of complemented subspaces ; Exposed points and the RadonNikodym property ; On complemented copies of _0 in injective tensor products ; A note on girth and isomorphic classification of normed spaces ; Rotundity and extremity in ^p(X_i) and ^p(\mu ,X) ; Orthogonality and linear homomorphisms in Banach lattices P G Casazza ; Edmond E Granirer ; Robert C James ; N J Kalton ; Haskell P Rosenthal ; Piotr Antosik ; R G Bilyeu and P W Lewis ; M A Geraghty and BorLuh Lin ; Robert E Megginson ; I Namioka and R F Wheeler ; Horacio Porta and Lazaro Recht ; Elias Saab ; Elias Saab and Paulette Saab ; Juan Jorge Schaffer ; Mark A Smith ; K Sundaresan and S Swaminathan