1) Reverse Hlder inequality
逆向Hlder不等式
2) inverse Holder's inequality
逆向H(o)lder不等式
3) reverse H(o|¨)lder inequality
逆向H(o|¨)lder不等式
4) reverse Hlder inequality
逆Hlder不等式
5) weakly reverse Hlder inequality
弱逆Hlder不等式
1.
The definition of weakly(K_1,K_2(x))-quasiregular mappings is given,and then its higher integrability result is obtained by using the technique of isoperimetric inequality and weakly reverse Hlder inequality.
首先引入弱(K_1,K_2(x))-拟正则映射的定义,并以等周不等式及弱逆Hlder不等式为工具,得到了弱(K_1,K_2(x))-拟正则映射的高阶可积性,并将这一结果应用到高维空间具有三个特征矩阵的Beltrami方程组的广义解上。
6) Hlder inequality
Hlder不等式
1.
This paper is concerned with the use of lemma 2 for the introduction of a generalized form of the Hlder inequality for g expectation when g satisfies the sublinear condition and is a nonnegative generator.
在g满足次线性条件下,针对非负生成元,利用引理2,推导出g期望的一个推广的Hlder不等式;在此基础上,给出了两个相关的推论。
2.
Then it gives the proof of Young inequality and gets the elementary proof of Hlder inequality.
首先利用贝努利不等式给出了几何平均算术平均不等式的证明,其次给出了Young不等式和Young逆不等式的初等证明方法,进而给出了Hlder不等式的初等证明,沟通了这些重要的不等式之间在初等数学阶段的联系。
3.
As an application of the obtained results,we gave a new the reverse form of Hlder inequality and Minkowski inequality.
作为应用,给出了著名的Hlder不等式和Minkowski不等式的一种新的反向形式。
补充资料：逆向
逆向
即"逆向转录过程"。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条