数学季刊 ›› 2007, Vol. 22 ›› Issue (1): 68-74.
摘要: In this paper,it is shown that Hardy-Hilbert’s integral inequality with parameter is improved by means of a sharpening of Holder’s inequality.A new inequality is established as follows: ... , where R=(Sp(F, h)-Sq(G, h))2,m=min{1/p,1/q}.As application;an extension of Hardy-Littlewood’s inequality is given.
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