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The Simultaneous Approximation Order by Hermite Interpolation in a Smooth Domain 被引量:12

The Simultaneous Approximation Order by Hermite Interpolation in a Smooth Domain
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摘要 Let D be a smooth domain in the complex plane. In D consider the simultaneous ap- proximation to a function and its ith (0≤i≤q) derivatives by Hermite interpolation. The orders of uniform approximation and approximation in the mean, are obtained under some domain boundary conditions. Some known results are included as particular cases of the theorems of this paper. Let D be a smooth domain in the complex plane. In D consider the simultaneous ap- proximation to a function and its ith (0≤i≤q) derivatives by Hermite interpolation. The orders of uniform approximation and approximation in the mean, are obtained under some domain boundary conditions. Some known results are included as particular cases of the theorems of this paper.
出处 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2002年第4期631-646,共16页 数学学报(英文版)
基金 Supported by NSF of Henan Province (974050900)
关键词 Simultaneous appoximation Hermite interpolation Approximation order Smooth domian Simultaneous appoximation Hermite interpolation Approximation order Smooth domian
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  • 1Chui C K,Trans Am Math Soc,1991年,323卷,1期,93页

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