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APPROXIMATION BY KANTOROVICH-BERNSTEIN POLYNOMIALS IN L_p(0
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摘要 Thepurposeofthepresentpaperistoevaluatetheerroroftheapproximationofthefunc-tionfL1[0,1]byKantorovich-BernsteinpolynomialsinLp-metric（0

DOI lg4q7ynnd8/171172

作者 G.T.Tachev

机构地区不详

出处《分析理论与应用：英文刊》 1992年3期

关键词 saturation inequality APPROXIMATION measurable analogous CONSTRUCTIVE

分类 [理学][基础数学]

出版日期 1992年03月13日（中国Betway体育网页登陆平台首次上网日期，不代表论文的发表时间）

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1李宗铎.Bernstein-Durrmeyer-Bezier算子在L_P[0,1]上的逼近性质.基础数学,1990-11.
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9Sergei P. Sidorov.ESTIMATES OF LINEAR RELATIVE n-WIDTHS IN L^p[0, 1].基础数学,2012-01.
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来源期刊

分析理论与应用：英文刊

分析理论与应用：英文刊

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saturation inequality APPROXIMATION measurable analogous CONSTRUCTIVE

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