序列回归多元插值方法在多元正态缺失数据中的应用

Nurzaman, T. Siswantining, S. Soemartojo, Devvi Sarwinda
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引用次数: 6

摘要

缺失值意味着观测数据项的缺失,这可能导致某些信息的丢失。在调查过程中,经常会有缺失的值或缺失的数据,因为可能有受访者不能回答问题或不想回答问题。处理缺失值的一种方法是通过插值,即根据数据集中获得的信息,用可能的值填充或替换数据集中的缺失值。本文将序贯回归多变量插值(SRMI)方法应用于正常多变量数据缺失值的插值。SRMI是一种多重插值方法,其插值值从回归模型的序列中获得,其中每个包含缺失值的变量作为预测变量与所有不包含缺失值的其他变量进行回归。输入值的获取方法是利用迭代法从每一个逐次回归模型下缺失值的预测后验分布中提取值。利用均方根误差(RMSE)对仿真数据的输入质量进行评价的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of Sequential Regression Multivariate Imputation Method on Multivariate Normal Missing Data
Missing values means the absence of data items for an observation that can result in the loss of certain information. During surveys, there are often missing values or missing data because there are likely respondents who cannot answer the question or do not want to answer the question. One way to handle missing values can be done by imputation, which is the process of filling or replacing missing values in the dataset with possible values based on information obtained in the dataset. This paper will apply the sequential regression multivariate imputation (SRMI) method for imputation of missing values in normal multivariate data. SRMI is a multiple imputation method whose imputation values are obtained from the sequence of regression model, where each variable containing missing values is regressed against all other variables that do not contain missing values as predictor variables. The way to get the value of imputation is to use an iteration approach to draw values from the predictive posterior distribution of the missing values under each successive regression model. the results of the evaluation of imputation quality on simulation data using Root Mean Square Error (RMSE).
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