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Complete case logistic regression with a dichotomised continuous outcome led to biased estimates
Rosaleen Peggy Cornish1, Jonathan William Bartlett2, John Macleod3
1Population Health Sciences, Bristol Medical School, University of Bristol, Oakfield House, Oakfield Grove, Bristol BS8 2BN, UK; MRC Integrative Epidemiology Unit, University of Bristol, Bristol, UK.
Complete case logistic regression can bias exposure odds ratios (OR) when outcomes are missing based on continuous data. Including a misclassified outcome as an auxiliary variable in multiple imputation (MI) can reduce this bias.
Area of Science:
- Biostatistics
- Epidemiology
- Statistical Modeling
Background:
- Logistic regression is widely used for binary outcomes.
- Missing data can introduce bias in statistical analyses.
- The impact of outcome-dependent missingness on logistic regression requires careful consideration.
Purpose of the Study:
- To assess bias in exposure odds ratios (OR) from complete case logistic regression when missingness depends on a continuous outcome, analyzed as binary.
- To evaluate the effectiveness of using a misclassified auxiliary outcome variable in multiple imputation (MI) for bias reduction.
Main Methods:
- Analytical investigation of bias mechanisms.
- Simulation studies to quantify bias under various missingness scenarios.
- Analysis of data from a UK cohort study.
Main Results:
- Bias in exposure OR was observed when missingness depended on exposure and the continuous outcome, generally small unless the outcome association was strong.
- Significant bias occurred when exposure and continuous outcome interacted in influencing missingness, especially with high missing data.
- Incorporating an auxiliary variable in MI substantially reduced bias when it possessed high sensitivity and specificity.
Conclusions:
- The robustness of logistic regression to missing data is compromised when a binary outcome represents an underlying continuous measure.
- Bias is typically small unless the association between the continuous outcome and missingness is strong.
- Multiple imputation with a well-chosen auxiliary variable can mitigate bias in such scenarios.
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