## Approximation theory III: proceedings of a conference honoring Professor George G. Lorentz, held at the University of Texas at Austin, January 8-12, 1980 |

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### Contents

The Monospline of Least Norm and Related Problems | 21 |

Problems for Incomplete Polynomials | 41 |

Hollig K 517 Institut f Angew Mathematik der Universitat BonnSFB | 72 |

Copyright | |

79 other sections not shown

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1980 by Academic Academic Press algebra algorithm Amer analytic analytic function apply Approx APPROXIMATION THEORY B-splines Banach space Bernstein polynomials bounded characterization Chebyshev approximation Chebyshev polynomials closed coefficients compact complex computed condition conjecture continuous functions convergence convex convex set Copyright Corollary defined denote Department of Mathematics derivatives differential equations element error estimate example exists finite form reserved formula function f given Hence Hilbert space implies incomplete polynomials inequality integral interpolation interval ISBN kernel knots Lemma Lorentz Math matrix method monospline nonlinear norm numerical obtain orthogonal orthogonal polynomials parameters points polynomials of degree positive properties proved proximity map rational functions rights of reproduction Saff satisfies sequence singular smooth Sobolev spaces solution strong unicity constant subset subspace Theorem Theorem 2.1 tion trigonometric polynomials uniform norm value problems Varga variable vector zero