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Some Improvement on Hilbert's Inequality and Its Application
作者姓名:GAO Ming-zhe  JIA Wei-jian
作者单位:Department of Mathematics and Computer Science,Normal College of Jishou University,Jishou 416000,China
摘    要:A new improvement of Hilbert's inequality for double series can be established by means of a strengthened Cauchy's inequality. As application, a quite sharp result on Fejer-Riesz's inequality is obtained.


Some Improvement on Hilbert's Inequality and Its Application
GAO Ming-zhe,JIA Wei-jian.Some Improvement on Hilbert''''s Inequality and Its Application[J].Chinese Quarterly Journal of Mathematics,2005(4).
Authors:GAO Ming-zhe  JIA Wei-jian
Abstract:A new improvement of Hilbert's inequality for double series can be established by means of a strengthened Cauchy's inequality. As application, a quite sharp result on Fejer-Riesz's inequality is obtained.
Keywords:Hilbert's inequality  double series  Fejer-Riesz's inequality  uniform convergence  decomposition theorem
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