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This paper is a corrigendum on a paper published in an earlier volume of JIPAM, ‘Note on an open problem’, published in JIPAM, Vol. 8, No. 2. (2007), Article 58.
In this paper, we generalize an open problem posed by Q. A. Ngô et al. in the paper Notes on an Integral Inequality, J. Inequal. in Pure and Appl. Math., 7(4)(2006), Art. 120 and give an affirma...
In this paper, an integral inequality is studied. An answer to an open problem proposed by Feng Qi and Yin Chen and John Kimball is given.
In this note, we generalize an open problem posed by Q. A. Ngô in the paper, Notes on an integral inequality, J. Inequal. Pure & Appl. Math., 7(4) (2006), Art. 120 and give a positive answer to ...
On an Open Problem of F. Qi     F. Qi  Open Problem       2008/6/30
Integral inequality, Integral Hölder inequality, Reverse Hölder inequality, Nehari inequality, Barnes-Godunova-Levin inequality, Weighted integral inequality, Pecaric inequality.
In this paper, some generalized integral inequalities which originate from an open problem posed in [F. Qi, Several integral inequalities, J. Inequal. Pure Appl. Math., 1(2) (2000), Art. 19] are estab...
In the article, a functional inequality in abstract spaces is established, which gives a new affirmative answer to an open problem posed by Feng Qi in [9]. Moreover, some integral inequalities and a d...
In this paper, an integral inequality is studied. An answer to an open problem proposed by Feng Qi is given.
Note on an Open Problem     Open Problem  Note       2008/6/27
The aim of this short note is to establish an integral inequality and its reverse which give an affirmative answer to an open problem posed by QUOC ANH NGO, DU DUC THANG, TRANT TAT DAT, and DANG ANH T...

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