摘要
By means of the algebra, functional analysis, and inequality theories, we establish a Brunn-Minkowskitype inequality involving gamma-mean variance: (Var) over bar ([gamma]) (f + g) <= (Var) over bar ([gamma]) f + (Var) over bar ([gamma]) g, for all gamma is an element of[1,2]. where (Var) over bar ([gamma])phi is the gamma-mean variance of the function phi : Omega -> (0, infinity). We also demonstrate the applications of this inequality to the performance appraisal of education and business.
- 出版日期2016
- 单位成都大学; 龙岩学院