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Eun Sook Kim

University of South Florida



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Jeffrey D. Kromrey

University of South Florida



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Seang-Hwane Joo

University of South Florida



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Yan Wang

University of South Florida



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Jessica Montgomery

University of South Florida



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Reginald Lee

University of South Florida



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Patricia Rodriguez de Gil

University of South Florida



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Shetay Ashford

University of South Florida



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Rheta Lanehart

University of South Florida



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Chunhua Cao

University of South Florida



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691 – Methodology: Evaluation Approaches

Propensity Score Analysis with Missing Data: The Comparison of Multiple Imputation Approaches

Sponsor: Social Statistics Section
Keywords: missing data, propensity score analysis, multiple imputation, simulation

Eun Sook Kim

University of South Florida

Jeffrey D. Kromrey

University of South Florida

Seang-Hwane Joo

University of South Florida

Yan Wang

University of South Florida

Jessica Montgomery

University of South Florida

Reginald Lee

University of South Florida

Patricia Rodriguez de Gil

University of South Florida

Shetay Ashford

University of South Florida

Rheta Lanehart

University of South Florida

Chunhua Cao

University of South Florida

The appropriate treatment of missing data under different missing data mechanisms is essential for unbiased estimates and correct statistical inferences in propensity score analysis (PSA). This simulation study investigates the efficacy of two missing data techniques (multiple imputation and listwise deletion) in PSA. For multiple imputation, four different approaches are considered in combination of two factors: what to impute (covariates only or PS in concert with covariates) and how to combine multiply imputed data (average treatment effects or average PS). Simulation design factors include sample size (500, 1000), treatment effect magnitude (0, .05, .10, .15), correlation between covariates (0, .50), proportion of missing observations (.20, .40, .60), proportion of missing covariates (.20, .40, .60), the number of covariates (15, 30), and missing data mechanisms (MCAR, MAR, MNAR). The missing data treatments serve as a within group factor. Imputing covariates only, combined with averaging treatment effects estimates across imputations, outperforms other methods under MAR, but none of multiple imputation approaches is apt under MNAR.

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