Abstract

BackgroundMissing data are unavoidable in epidemiological research, potentially leading to bias and loss of precision. Multiple imputation (MI) is widely advocated as an improvement over complete case analysis (CCA). However, contrary to widespread belief, CCA is preferable to MI in some situations.MethodsWe provide guidance on choice of analysis when data are incomplete. Using causal diagrams to depict missingness mechanisms, we describe when CCA will not be biased by missing data and compare MI and CCA, with respect to bias and efficiency, in a range of missing data situations. We illustrate selection of an appropriate method in practice.ResultsFor most regression models, CCA gives unbiased results when the chance of being a complete case does not depend on the outcome after taking the covariates into consideration, which includes situations where data are missing not at random. Consequently, there are situations in which CCA analyses are unbiased while MI analyses, assuming missing at random (MAR), are biased. By contrast MI, unlike CCA, is valid for all MAR situations and has the potential to use information contained in the incomplete cases and auxiliary variables to reduce bias and/or improve precision. For this reason, MI was preferred over CCA in our real data example.ConclusionsChoice of method for dealing with missing data is crucial for validity of conclusions, and should be based on careful consideration of the reasons for the missing data, missing data patterns and the availability of auxiliary information.

Highlights

  • Failure to appropriately account for missing data in analyses may lead to bias and loss of precision (‘inefficiency’).[1]

  • Using causal diagrams to depict missingness mechanisms, we describe when complete case analysis (CCA) will not be biased by missing data and compare multiple imputation (MI) and CCA, with respect to bias and efficiency, in a range of missing data situations

  • There are situations in which CCA analyses are unbiased while MI analyses, assuming missing at random (MAR), are biased

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Summary

Introduction

Failure to appropriately account for missing data in analyses may lead to bias and loss of precision (‘inefficiency’).[1].

Results
Conclusion

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