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Multiple Imputation with Massive Data: An Application to the Panel Study of Income Dynamics
Yajuan Si1, Steve Heeringa2, David Johnson3
1Research Assistant Professor, Survey Research Center, Institute for Social Research, University of Michigan, 426 Thompson St., Ann Arbor, MI 48104, USA.
Multiple imputation (MI) improves handling missing wealth data in the Panel Study of Income Dynamics (PSID) by preserving correlations and increasing efficiency. This method offers a practical solution for complex survey data analysis.
Area of Science:
- Statistics
- Econometrics
- Survey Methodology
Background:
- Multiple imputation (MI) is a robust statistical technique for addressing missing data.
- Its application to large, complex datasets like the Panel Study of Income Dynamics (PSID) presents practical challenges.
- Current hot deck methods in PSID, while simple, introduce significant random fluctuations in wealth data.
Purpose of the Study:
- To evaluate the practicality and effectiveness of multiple imputation (MI) for handling missing wealth data in the 2013 PSID.
- To compare MI's performance against the existing univariate hot deck approach.
- To address and overcome operational challenges associated with MI in complex survey data.
Main Methods:
- Utilized a sequential regression/chained-equation approach with IVEware software for multiple imputation.
- Applied MI to cross-sectional wealth data from the 2013 PSID.
- Compared analyses from MI-imputed data with those from the hot deck method.
Main Results:
- Multiple imputation (MI) demonstrated superior performance by preserving correlation structures, including associations between wealth components and relationships with sociodemographic factors.
- MI facilitated complete data analyses and increased analytical efficiency.
- The study successfully navigated practical difficulties such as non-normal variables, skip patterns, and multicollinearity.
Conclusions:
- Multiple imputation (MI) offers significant improvements over traditional hot deck methods for analyzing complex survey data, particularly for wealth variables.
- The sequential regression/chained-equation approach is a practical and effective strategy for implementing MI in large-scale surveys.
- MI is recommended for its ability to enhance data quality, preserve relationships, and increase efficiency in statistical analyses, especially when missing data is substantial.
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