Minc-Sathre不等式的再推广  

A Generalization of Minc-Sathre Inequality

作　　者：张国铭[1] 

机构地区：[1]牡丹江师范学院数学系,黑龙江牡丹江157012

出　　处：《高等数学研究》2011年第5期9-11,共3页Studies in College Mathematics

基　　金：黑龙江省普通高等学校精品课程(黑教高[2006]244号);牡丹江师范学院教学改革工程项目(10-XY01016)

摘　　要：给出并证明一定条件下正项单调增加数列{an}所满足的三个不等式,使得对一切正整数(相当于给定自然数列{n})成立的Minc-Sathre不等式及另两个相关不等式成为它们的特例.Three inequalities concerning a monotonically increasing sequence {an } of positive terms with certain conditions are provided and proved. As applications, three known inequalities are obtained, including the Minc-Sathre inequality.

关 键 词：MINC-SATHRE不等式 等差数列 极限 

分 类 号：O178[理学—数学]