摘要
求解二行动线性决策问题的抽样净益和最佳样本容量是一类具有较强应用性的决策问题.本文讨论了均匀分布U(0,θ)共轭于Pareto分布模型(即(Pa-U)模型)下的二行动线性决策问题的抽样净益的计算公式以及最佳样本容量值.
To resolve the expected net gain from sampling and the best sample number of the linear decision-making problem on two actions is a decision-making problem which has better applying property.This document discusses the expected net gain from sampling and the best sample number of the linear decision-making problem on two actions about the model of Pareto distribution conjugate in uniformly distribution（Pa-U model）.
出处
《吉林师范大学学报（自然科学版）》
2011年第4期113-115,共3页
Journal of Jilin Normal University:Natural Science Edition
基金
吉林省教育厅科技项目(吉教科合字2010第141号)
关键词
(Pa-U)模型
二行动线性决策问题
抽样净益
最佳样本容量
（Pa-U） model
linear decision-making problem on two actions
expected net gain from sampling
the best sample number
