Table of Contents:
  • Chapter A Vector Spline Quasi-Interpolation L. Amodei and. N.B en bourh im
  • chapter I.J. Anderson, M.G. Cox, S. Harbour, and J.C. Mason
  • chapter Wavelet Methods for Smoothing Noisy Data A. Antoniadis
  • chapter Quasi-interpolants and (quasi- ) Wavelets P(D) Manifold M. Atteia
  • chapter Fast DCT-Algorithms, Interpolating Wavelets, and Hierarchical Bases G. Baszenski and M. Tasche
  • chapter Spline Curves and Surfaces with Tension A. Bouhamidi and A. Le M ehaute
  • chapter Irregularity Detection from Noisy Data with Wavelets / M. Bozzini
  • chapter Natural Neighbor Interpolation on the Sphere J.L. Brown
  • chapter Error Estimates for Periodic Interpolation by Translates G. Brumme
  • chapter An Energy-based Paradigm for Multimodal Images Fusion L. Brunie and P.C in q u in
  • chapter M.D. Bubmann and A. Ron
  • chapter 3D Curve Reconstruction from Degraded Projections / B. Chalmond
  • chapter A Study of Compactly Supported Scaling Functions and Wavelets Charles Cbui and J. Wang
  • chapter S. Dahlke
  • chapter W. Dahmen
  • chapter Fractal Interpolation Functions for a Cla-ss of Finite Elements / S. De Marchi
  • chapter Adaptive Wavelet Bases for Image Compression R.A.D eV o re
  • chapter H. Diamond, L. Arakelian Raphael, and D.A. Williams
  • chapter The Subdivision Experience N. Dyn and D. Levin
  • chapter Banded Matrices with Banded Inverses III: p-Slanted Matrices M. Gasca, Charles A. Micchelli, and J.M.P en a
  • chapter Invariant Approximation of Star-Shaped Form for Medical Applications F. Ghorbel and V. Burd in
  • chapter Surface Construction Based on Variational Principles G.G rein er
  • chapter Direct Methods for Constructing Positive Spline Interpolants W. HeB and J.W. Schm idt
  • chapter Conditionally Lower Riesz Bounds for Scattered Data Interpolation K.J e tte r
  • chapter The'Face Lift' Algorithm J. Kaasa and G. Wes tg aard
  • chapter Y.L. Kergosien
  • chapter Splines Constructed by Pieces of Polyharmonic Functions?. I. Koun ch ev
  • chapter On the Fast Evaluation of Integrals of Refinable Functions A. Kuno th
  • chapter Rational C fc+1 Finite Elements in 1R2 / A. Le Mehaute
  • chapter Convolution Kernels for Approximation by Radial Basis Functions J.L ev es ley
  • chapter Using Radial Functions on Compact Domains W.L igh t
  • chapter Smoothing Noisy Data by Kriging with Nugget Effects P. Montes
  • chapter B. Mulansky and J.W. Schm id t
  • chapter Spline Wavelets with Higher Defect G. Plonka
  • chapter Regularity Analysis of Non-uniform Data C. Potier and C. Vercken
  • chapter A Duality Principle for Trigonometric Wavelets J. Prestin and E. Quak
  • chapter E. Quak and N. Weyrich
  • chapter Some Criteria to Evaluate the Quality of a Quasi-Interpolant C. Rabut
  • chapter Holder Regularity of Subdivision Schemes and Wavelets O.R io u l
  • chapter P. Sablonniere and F. Jeeawock-Zedek
  • chapter Partial Differential Equation Techniques for Surface Determination C. Sbert
  • chapter Approximation of Polynomials by Radial Basis Functions R.S ch aba ck
  • chapter Modeling of Geological Surfaces Using Finite Elements J. Springer
  • chapter Orthogonal Periodic Spline Wavelets Manfred Tasche
  • chapter J.J. Torrens
  • chapter Wavelet Analysis of Refinable Functions Lars F.V illem oes
  • chapter M. Walker
  • chapter Constrained Surface Fitting Using Powell-Sabin Splines K. Willemans and P.D ierck x
  • chapter B-spline Patches for Surface Reconstruction in Computer Vision C. Zhao and Roger Mohr.