多重填补法Markov Chain Monte Carlo模型在有缺失值的妇幼卫生纵向数据中的应用  

Markov Chain Monte Carlo Method of Multiple Imputation for Longitudinal Data with Missing Values in the Survey of Maternal and Children Health

作　　者：茅群霞[1] 李晓松[1] 

机构地区：[1]四川大学华西公共卫生学院卫生统计学教研室,成都610041

出　　处：《四川大学学报（医学版）》2005年第3期422-425,共4页Journal of Sichuan University(Medical Sciences)

摘　　要：目的　针对妇幼卫生纵向数据的任意缺失模式,采用多重填补方法进行填补,探求最佳填补结果,以便对数据作进一步分析与研究。方法　运用SAS9.0 ,采用多重填补方法Markov China Monte Carlo(MCMC)模型对缺失数据进行多次填补并综合分析。结果　填补5次所得结果最优。结论　多重填补方法可以处理有缺失数据资料中的许多普遍问题,可提高统计效率,尤其是MCMC模型在处理复杂的缺失数据上,优势明显。Objective To deal with arbitrary missing pattern in longitudinal data of the Survey of Maternal and Child Health and make the most appropriate inferences with multiple imputation (MI) for further analysis. Methods SAS 9.0 was used for Markov Chain Monte Carlo (MCMC) method of MI procedure to impute missing values and combine inferences. Results The result is acceptable as the data set was imputed 5 times. Conclusion MI is able to solve a variety of problems in missing data sets and to improve the statistical power, especially with the use of MCMC method, for complicated missing data sets.

关 键 词：多重填补法 MARKOV CHAIN MONTE Carlo 缺失值 妇幼卫生 

分 类 号：R172[医药卫生—妇幼卫生保健]