xialigang的个人博客分享 http://blog.sciencenet.cn/u/xialigang

博文

A problem about the AM-GM inequality (一道关于均值不等式的题目)

已有 3515 次阅读 2021-2-1 11:29 |个人分类:FUN MATH|系统分类:科研笔记


Recently, Kai-Liang brought to my attention an extension form of the classic inequality of the arithmetic and geometric means.

Screen Shot 2021-02-01 at 11.25.56 AM.png


It is easy to see C2=1. It is not easy to calculate C3. I spent a couple of days on this problem and found the solution.


My method is very standard and hence very DULL, unfortunately.


Anyway, I copied here in case anyone can propose a better method and provide solutions to other cases.






 



https://blog.sciencenet.cn/blog-3401446-1270024.html

上一篇:My experience of using Fourier transformation (我使用傅利叶变换的经历)
下一篇:Can Higgs explain Leption Universality Violation in B->Kll ?
收藏 IP: 218.87.160.*| 热度|

1 尤明庆

该博文允许注册用户评论 请点击登录 评论 (0 个评论)

数据加载中...

Archiver|手机版|科学网 ( 京ICP备07017567号-12 )

GMT+8, 2024-3-29 08:12

Powered by ScienceNet.cn

Copyright © 2007- 中国科学报社

返回顶部