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Order of Approximation by Rational Functions in Bergman Spaces
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作者 顾筱英 《Chinese Quarterly Journal of Mathematics》 CSCD 1990年第1期85-95,共11页
Let D be a Jordan domain in the complex plane.In this paper the es- timation of order of approximation by rational functions S_n=(Z-Znk), Zn,∈D is obtained in general Bergman spaces B_p^q(D),where 1≤p<+∞, q>2... Let D be a Jordan domain in the complex plane.In this paper the es- timation of order of approximation by rational functions S_n=(Z-Znk), Zn,∈D is obtained in general Bergman spaces B_p^q(D),where 1≤p<+∞, q>2p.Furthermore,in general,the' estimation is best possible. 展开更多
关键词 BERGMAN空间 有理函数 逼近阶 Jordan区域 复平面 poincare测度 解析函数 函数逼近
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