均值-方差效用函数在战场目标配置中的应用  

Application of Mean-Variance Utility Function under Target Distribution

作　　者：文秘 王金山[1] 文婧 

机构地区：[1]陆军军官学院,合肥230031

出　　处：《火力与指挥控制》2014年第1期41-43,共3页Fire Control & Command Control

基　　金：军队重点基金资助项目(XXX2011;302)

摘　　要：在火力打击效果分析的基础上,建立了基于期望效用最大化准则的战场目标配置模型。利用均值-方差效用函数刻画决策者对打击风险的态度,得到满足决策者风险要求的最优目标配置方案。并证明了其与最大期望打击效果、最小方差多目标战场配置模型的一致性。Based on the analysis of the strike effect,this paper proposes a model of the target distribution on the criteria of the maximum expected utility,and uses the Mean-Variance Utility Function to describe the risk attitude of the decision-maker. Then,an optimum project is gotten which can meet venture request. At last,has proved the consistency between M-V criteria with it.

关 键 词：均值- 方差效用函数 火力配置 风险态度 期望效用最大化准则 

分 类 号：E911[军事]