Numerical Analysis in the 20th Century Vol. I: Approximation Theory
Approximation in normed linear spaces
A tutorial history of least squares with applications to astronomy and geodesy
Shape-preserving approximation by polynomials
Classical orthogonal polynomials: dependence of parameters
Computing integral transforms and solving integral equations using Chebyshev polynomial approximations
Developments in bivariate spline interpolation
Multivariate spline and algebraic geometry
A unified theory of radial basis functions: Native Hilbert spaces for radial basis functions II
Constraint-selected and search-optimized families of Daubechies wavelet filters computable by spectral factorization
Multivariate Padé approximation
Numerical and asymptotic aspects of parabolic cylinder functions
Computational strategies for the Riemann zeta function
Recursion formulae for basic hypergeometric functions
The left-definite spectral theory for the classical Hermite differential equation
Minimal state-space realization in linear system theory: an overview
Rational approximation in linear systems and control
Summary of sinc numerical methods
Interval analysis: theory and applications
Index