Approximation Theory and Functional Analysis

Part 1 Research and survey articles: on Bernstein-Durrineyer polynomials with Jacob weights, H.Berens and Y.Xu; an overview of wavelets, C.Chui; a note on weak inequalities in Orlicz and Lorentz spaces, G.A.Edgar and L.Sucheston; bivariate Birkhoff interpolation - a survey, R.A.Lorentz; linear approximations of functions with several restricted derivatives, Y.Makovoz; some characterizations theorems for measures associated with orthogonal polynomials on the unit circle, K.Pan and E.B.Saff; box splines, cardinal series, and wavelets, S.D.Reimenschneider and Z.Shen; some aspects of the subspace structure of infinite dimensional banach space, H.Rosenthal; fairness and monotone curvature, J.Roulier et al; projections on 2-dimensional spaces, N.Tomczak-Jacgermann; real versus complex best rational approximation, R.S.Varga and A.Ruttan.