首页 期刊 数学学报 Average Error Bounds of Trigonometric Approximation on Periodic Wiener Spaces 【正文】

Average Error Bounds of Trigonometric Approximation on Periodic Wiener Spaces

作者:Cheng; Yong; WANG; Rui; Min; WANG Department; of; Mathematics; Beijing; JiaoTong; University
函数逼近   空间   维纳   平均   误差界  

摘要:In this paper, we study the approximation of identity operator and the convolution integral operator Bm by Fourier partial sum operators, Fejr operators, Valle-Poussin operators, Cesárooperators and Abel mean operators, respectively, on the periodic Wiener space (C1(R),Wo) and obtainthe average error estimations.

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