Session A. Polynomial and rational approximation (multivariate interpolation, orthogonal bases, ...).

Organizers: J. Carnicer (Zaragoza, E) and A. Cuyt (Antwerp, B)

J.-P. Berrut
Fighting Gibbs' phenomenon through quotienting

M. Berzins
Nonlinear Data Bounded Polynomial Approximations and their Applications

I. Caçao
Complete orthonormal sets of polynomial solutions of the Riesz and Moisil-Teodorescu systems in R3

J. M. Carnicer
Weighted interpolation for equidistant nodes

K. Deckers
A rational variant of Fejer's quadrature rule with arbitrary complex poles

J. Delgado
Two problems where the choice of the weights plays a key role

L. Demaret and H. Führ
Wedgelet segmentations and approximation classes

K. Hormann and M. S. Floater
Barycentric Rational Interpolation

G. Jaklic and E. Zagar
Minimizing curvature deviation by Hermite cubics

V. A. Kim
The Lebesgue constants from C to C for interpolation L-splines of third order

H. R. Malonek
Constructing complete sets of hypercomplex Appell sequences

R. Pachon
Rational Approximation and Pole Location in the Complex Plane

A. Delgado, L. Fernández, T. E. Perez, M. A. Piñar, and Y. Xu
Orthogonal polynomials relative to measures with mass points in several variables

R. Platte
Representation of functions on unbounded domains in the Chebfun system

R. Pasquetti and F. Rapetti
Spectral element methods on unstructured meshes

A. Cuyt and O. Salazar Celis
Rational Interpolation of Vertical Segments

G. Tamberg
On approximation properties of the generalized Shannon sampling operators generated by band-limited kernels

M. Van Barel
Multivariable orthogonal polynomials and structured matrix computations

J. Van Deun
Strange convergence phenomena in rational interpolation

V. Vitrih
Lattices on Simplicial Partitions with Holes

Q. Wang and P. Constantine
A high order multivariate approximation scheme on arbitrary grids