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Numerical Analysis int he 20th Century Vol. I: Approximation Theory

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Numerical Analysis int he 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 polynomails: dependence of parameters.
Computing integral transforms and solving integral equations using Chebyshev polynomial approximations.
Multivariate spline and algebraic geometry.
A unified theory of radial basis functions. Native Hilbert spaves for radial basis functions II.
Constraint-selected and search-optimized families of Daubechies wavelet filters computable by spectral factorization.
Journal of Computational and Applied Mathematics 121 pages.
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