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双调和Abel-Poisson算子对Hlder函数类的逼近
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作者 有名辉 《大学数学》 2015年第3期12-15,共4页
建立了双调和Abel-Poisson算子对Hlder函数类的逼近度的渐进等式,解决了双调和Abel-Poisson算子和Hlder函数类的Kolmogorov-Nikol’skii问题.
关键词 双调和Abel-Poisson算子 H(o)lder函数类 逼近 渐进等式 Kolmogorov-Nikol'skii问题
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The Iyengar Type Inequalities with Exact Estimations and the Chebyshev Central Algorithms of Integrals 被引量:4
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作者 Xing Hua WANG Shi Jun YANG 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2005年第6期1361-1376,共16页
In this paper, both low order and high order extensions of the Iyengar type inequality are obtained. Such extensions are the best possible in the same sense as that of the Iyengar inequality. hzrthermore, the Chebyshe... In this paper, both low order and high order extensions of the Iyengar type inequality are obtained. Such extensions are the best possible in the same sense as that of the Iyengar inequality. hzrthermore, the Chebyshev central algorithms of integrals for some function classes and some related problems are also considered and investigated. 展开更多
关键词 Iyengar inequality Chebyshev center Best quadrature formula Best interpolation nikol-skii type estimations
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