基于最终类集的复杂样本设计研究
发布时间：2019-01-04 15:07
【摘要】：本文依据最终类集样本可以近似均等选择概率下各种多阶段抽样设计样本的理论,构建出多阶段抽样下复杂样本设计的理论分析框架,解析出影响复杂样本估计量设计效应的两个基本因素:最终类集同质系数和最终类集规模,分析了它们对复杂样本估计量设计效应的影响机理及相互作用机制,并应用于我国一体化住户调查的主样本设计。
[Abstract]:On the basis of the theory that the final cluster samples can approximate all kinds of multi-stage sampling design samples under the equal selection probability, the theoretical analysis framework of complex sample design under multi-stage sampling is constructed in this paper. Two basic factors that influence the design effect of complex sample estimator are analyzed: the homogeneity coefficient of the final cluster and the size of the final cluster. The mechanism of their influence on the design effect of the complex sample estimator and the interaction mechanism are analyzed. And applied to the main sample design of integrated household survey in China.
【作者单位】： 广东工业大学管理学院;广东工业大学大数据战略研究院;暨南大学经济学院;
【基金】：国家社科基金重点项目(12ATJ002) 广东省哲学社会科学“十二五”规划2015年度学科共建项目(GD15XGL09)
【分类号】：O212.2
本文编号：2400449
[Abstract]:On the basis of the theory that the final cluster samples can approximate all kinds of multi-stage sampling design samples under the equal selection probability, the theoretical analysis framework of complex sample design under multi-stage sampling is constructed in this paper. Two basic factors that influence the design effect of complex sample estimator are analyzed: the homogeneity coefficient of the final cluster and the size of the final cluster. The mechanism of their influence on the design effect of the complex sample estimator and the interaction mechanism are analyzed. And applied to the main sample design of integrated household survey in China.
【作者单位】： 广东工业大学管理学院;广东工业大学大数据战略研究院;暨南大学经济学院;
【基金】：国家社科基金重点项目(12ATJ002) 广东省哲学社会科学“十二五”规划2015年度学科共建项目(GD15XGL09)
【分类号】：O212.2
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