Progress in Functional Analysis

The mathematical works of Manuel Valdivia (J. Horvath). Regularity properties of (LF)-spaces (D. Vogt). Some applications of a decomposition method (A. Aytuna, T. Terzioglu). On the range of the Borel map for classes of non-quasianalytic functions (J. Bonet, R. Meise, B.A. Taylor). Biduality in Frechet and (LB)-spaces (K.D. Bierstedt, J. Bonet). Holomorphic mappings of bounded type on (DF)-spaces (P. Galindo, D. Garcia, M. Maestre). Linearization of holomorphic mappings of bounded type (J. Mujica). Spaces of holomorphic functions and germs on quotients (J.M. Ansemil, R.M. Aron, S. Ponte). Automatic continuity of intertwiners in topological vector spaces (K.B. Laursen). Barrelled function spaces (L. Drewnowski, M. Florencio, P.J. Paul). On distinguished Frechet spaces (J. Bonet, S. Dierolf). Prequojections and their duals (G. Metafune, V.B. Moscatelli). Problems from the Perez Carreras/Bonet book (S.A. Saxon). Interior properties and fixed points of certain discontinuous operators (W.R. Derrick, L. Nova G.). Functional analytic aspects of geometry. Linear extending of metrics and related problems (C. Bessaga). Lotosky-Schnabl operators on the unit interval and degenerate diffusion equations (F. Altomare). On weakly Lindelof Banach spaces (J. Orihuela). Distinguished subsets in vector sequence spaces (F. Bombal). Weak topologies on bounded sets of a Banach space. Associated function spaces (J.G. Llavona). Factorization of multilinear operators (J. Taskinen). Complex geodesics on convex domains (S. Dineen, R.M. Timoney). Continuity of tensor product operators between spaces of Bochner integrable functions (A. Defant, K. Floret). Compact convex sets in the two-dimensional complex linear space with the Yost property (E. Behrends). Some remarks on a limit class of approximation ideals (F. Cobos, T. Kuhn). Some factorization properties of composition operators (H. Jarchow). Eigenvalues of nuclear operators on Tsirelson spaces (A. Pietsch). Absolutely summing surjections from Sobolev spaces in the uniform norm (A. Pelczynski, M. Wojciechowski).