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Multiple imputation for missing income data in population-based health surveillance
1Department of Public Health, County of Los Angeles, Los Angeles, California 90007, USA. zzeng@ph.lacounty.gov
Multiple imputation (MI) is a feasible method for handling missing income data in health surveillance. However, MI performs better for demographic variables than outcome variables, especially with less than 15% missing data.
Area of Science:
- Health Surveillance
- Biostatistics
- Data Science
Background:
- Missing data is a significant challenge in population-based health surveillance.
- Advanced multiple imputation (MI) methods are increasingly used but underreported in health surveillance contexts.
- This study specifically addresses the application of MI for incomplete income data.
Purpose of the Study:
- To examine the application and effectiveness of multiple imputation (MI) for incomplete income data within population-based health surveillance.
- To assess the validity and consistency of MI-imputed income data compared to original data.
- To evaluate the statistical inference capabilities of MI under varying proportions of missing data.
Main Methods:
- Utilized data from the 2002-2003 Los Angeles County Health Survey (N = 8,167).
- Applied MI to impute 1,381 (16.9%) missing household income cases (Federal Poverty Levels - FPLs).
- Assessed validity via random masking and consistency using Z tests; examined statistical inference with Pearson correlation coefficients.
Main Results:
- Imputed and original FPLs showed high consistency (96.3%) for demographics but lower consistency (19.4%) for outcome variables.
- MI demonstrated powerful statistical inference with up to 15% missing data when using well-established covariates.
- Inference power diminished as the missing proportion exceeded 15%.
Conclusions:
- Multiple imputation offers a viable approach for addressing incomplete income data in health surveillance.
- MI's performance is superior for demographic variables compared to outcome variables.
- Reliable statistical inference using MI is achievable for missing data proportions up to 15% with appropriate covariates.
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