Канторович不等式的广义积分插入  

Refinement of Kaнторович inequality & generalization

作　　者：郝稚传[1] 

机构地区：[1]贵州财经学院信息系,贵州贵阳550003

出　　处：《贵州教育学院学报》2000年第4期11-15,共5页Journal of Guizhou Educational College(Social Science Edition)

摘　　要：将不等式进行了广义积分加细,这不仅在理论上而且在经济中有着广泛的应用,同时对Polya-Szego不等式,柯西不等式,切比晓夫不等式也作了类似处理。1. We show how to insert a continuation of additional (defined by an extendedintegral value and depended on an arbitrary postive parameter) between the two sides of the gen-eralized Канторович Inequality. 2. To insert an extended integral value in G. Polya-G. Szego In-equlity, cauchy inequality and in cebysev inequality.

关 键 词：广义积分 积分插入 积分加细 

分 类 号：O122.3[理学—数学]