Add to ORKGAbstract In this paper, we extend Hu Ke's inequality, which is a sharpness of Hölder's inequality. Moreover, the obtained results are used to improve Hao Z-C inequality and Beckenbach-type inequality that is due to Wang. Mathematics Subject Classification (2000) Primary 26D15; Secondary 26D10</p
Abstract In this paper, we present some new extensions of Hölder’s inequality and give a condition u...
We give a new interpretation of Hua’s inequality and its generalization. From this inter-pretation, ...
AbstractIn this work, two refined forms of Jordan’s inequality: (a)2π+1π3(π2−4x2)+12−π216π5(π2−4x2)2...
Using Hu Ke's inequality, which is a sharped Hölder's inequality, we present some new refinements of...
We present several new generalized versions of refined Hölder’s inequalities proposed by Tian and Hu...
An extension is given for the inverse to Hölder's inequality obtained recently by Zhuang
ABSTRACT. An extension is given for the inverse to Hhlder’s inequality obtained recently by Zhuang. ...
AbstractThis paper deals with a new generalized and sharp version of Jordan’s inequality which is a ...
AbstractSome generalizations and refinements of the well-known Hölder’s inequality are obtained
ABSTRACT. In this note we present a proof of the inequality H /H ’ G /G’ n n n n where H n and
AbstractIn this paper, by using the Euler–Maclaurin expansion for the zeta function and estimating t...
We present some new versions of generalized Hölder’s inequalities. The results are used to improve M...
c © Copyright 2007: Zhen Wang Inequalities are at the heart of mathematical and statistical theory. ...
By using means of the theory of majorization, Kai-lai Zhong’s\ud Inequality is sharpened. As an appl...
This is a survey and expository article. Some new developments on refinements, generalizations, and ...
Abstract In this paper, we present some new extensions of Hölder’s inequality and give a condition u...
We give a new interpretation of Hua’s inequality and its generalization. From this inter-pretation, ...
AbstractIn this work, two refined forms of Jordan’s inequality: (a)2π+1π3(π2−4x2)+12−π216π5(π2−4x2)2...
Using Hu Ke's inequality, which is a sharped Hölder's inequality, we present some new refinements of...
We present several new generalized versions of refined Hölder’s inequalities proposed by Tian and Hu...
An extension is given for the inverse to Hölder's inequality obtained recently by Zhuang
ABSTRACT. An extension is given for the inverse to Hhlder’s inequality obtained recently by Zhuang. ...
AbstractThis paper deals with a new generalized and sharp version of Jordan’s inequality which is a ...
AbstractSome generalizations and refinements of the well-known Hölder’s inequality are obtained
ABSTRACT. In this note we present a proof of the inequality H /H ’ G /G’ n n n n where H n and
AbstractIn this paper, by using the Euler–Maclaurin expansion for the zeta function and estimating t...
We present some new versions of generalized Hölder’s inequalities. The results are used to improve M...
c © Copyright 2007: Zhen Wang Inequalities are at the heart of mathematical and statistical theory. ...
By using means of the theory of majorization, Kai-lai Zhong’s\ud Inequality is sharpened. As an appl...
This is a survey and expository article. Some new developments on refinements, generalizations, and ...
Abstract In this paper, we present some new extensions of Hölder’s inequality and give a condition u...
We give a new interpretation of Hua’s inequality and its generalization. From this inter-pretation, ...
AbstractIn this work, two refined forms of Jordan’s inequality: (a)2π+1π3(π2−4x2)+12−π216π5(π2−4x2)2...