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On the Cardinal Spline Interpolation Corresponding to Infinite Order Differential Operators
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作者 Chen Dirong Department of Mathematics Beijing Normal University Beijing,100875 and Center for Mathematical Sciences Zhejiang University Hangzhou,310027 China 《Acta Mathematica Sinica,English Series》 SCIE CSCD 1994年第3期315-324,共10页
This paper discusses some problems on the cardinal spline interpolation correspond-ing to infinite order differential operators.The remainder formulas and a dual theorem are es-tablished for some convolution classes,w... This paper discusses some problems on the cardinal spline interpolation correspond-ing to infinite order differential operators.The remainder formulas and a dual theorem are es-tablished for some convolution classes,where the kernels are PF densities.Moreover,the exacterror of approximation of a convolution class with interpolation cardinal splines is determined.The exact values of average n-Kolmogorov widths are obtained for the convolution class. 展开更多
关键词 MATH On the Cardinal Spline Interpolation Corresponding to Infinite Order Differential Operators LIM CHEN 卜成
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