摘要
从一道奥林匹克问题入手,利用柯西不等式及均值不等式得到一类不等式的统一证法,并提出两个类似不等式的猜想。
Based on a question from Olympic Mathematics Contest, in the paper the unified argument method for a class of fractional inequality is gained by Cauchy inequality and the mean value inequality and two kinds of inequality assumptions are put forward.
出处
《黔南民族师范学院学报》
2013年第4期127-128,共2页
Journal of Qiannan Normal University for Nationalities
关键词
分式不等式
证明
柯西不等式
均值不等式
猜想
fractional inequality
proof
Cauchy inequality
the mean value inequality
assumption
