Wen-wen WEİ , xiao-yu LEİ

Some more Generalizations of the Integral Inequalities of Hardy and Hilbert ABSTRACT | FULL TEXT

Yayın Aralığı: 6
Başlangıç: 2002
Yayıncı: Hacettepe Üniversitesi Fen Fakultesi

In the present paper, we establish several new Hardy-Hilbert integralinequalities, and give some applications to other integral inequalities.

Keywords:

Hardy-Hilbert’s inequality Integral inequality, 2000 AMS Classification: 26 D 15,

Du, H. X and Miao, Y. Several extended analogues of Hilbert’s inequalities, Demonstratio Math. XLII (2), 297–302, 2009.
Hardy, G. H., Littlewood, J. E. and Polya, G. Inequalities (Cambridge University Press, Cambridge, 1952).
Kuang, J. C. Applied Inequalities. Third Edition (Shandong Science and Technology Press, Jinan, 2004).
Miao, Y. and Du, H. X. A note of Hilbert type integral inequality, Inequality Theory & Applications 6, 261–267, 2010.
Sulaiman, W. T. New kinds of Hardy-Hilbert’s integral inequalities, Appl. Math. Lett. 23, 361–365, 2010.
Sun, B. Best generalization of Hilbert type inequality, J. Inequal. Pure Appl. Math. 7 (3), Art 113, 2006.
Yang, B. C. The norm of operator and Hilbert-type inequalities (Science Press, Beijing, 2009).