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Multiple imputation using chained equations: Issues and guidance for practice

Statistics in Medicine · 2010 · Vol. 30(4) · pp. 377–399
Ian R. WhitePatrick RoystonAngela Wood

Abstract

Multiple imputation by chained equations is a flexible and practical approach to handling missing data. We describe the principles of the method and show how to impute categorical and quantitative variables, including skewed variables. We give guidance on how to specify the imputation model and how many imputations are needed. We describe the practical analysis of multiply imputed data, including model building and model checking. We stress the limitations of the method and discuss the possible pitfalls. We illustrate the ideas using a data set in mental health, giving Stata code fragments.

Statistical Methods and Bayesian InferenceStatistical Methods in Clinical TrialsAdvanced Causal Inference TechniquesImputation (statistics)Categorical variableComputer scienceMissing dataData miningMachine learning

MeSH terms

AdolescentAdultAgedCardiovascular DiseasesCholesterolFemaleHumansLipoproteins, HDLMental HealthMiddle AgedModels, StatisticalMulticenter Studies as TopicYoung Adult

Funding

  • Medical Research Council
Citations
9,312
FWCI
87.50
field-weighted impact
References
66
Percentile
100%
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Citations per year
References
Analysis of Incomplete Multivariate Data
Technometrics · 2000 · 5,644 citations
Statistical Analysis With Missing Data
Journal of the American Statistical Association · 1989 · 17,494 citations
Imputing missing covariate values for the Cox model
Statistics in Medicine · 2009 · 948 citations
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