'… the overall exposition and references make this book a potentially useful reference and an appropriate starting point for an advanced graduate student or researcher interested in studying the subject.' Edward J. Fuselier, MathSciNet
1. Introduction; 2. Generalities on quasi-interpolation; 3. Univariate RBF quasi-interpolants; 4. Spline quasi-interpolants; 5. Quasi-interpolants for periodic functions; 6. Multivariate spline quasi-interpolants; 7. Multivariate quasi-interpolants: construction in n dimensions; 8. Quasi-interpolation on the sphere; 9. Other quasi-interpolants and wavelets; 10. Special cases and applications; References; Index.
