Online Program Home
  My Program

Abstract Details

Activity Number: 57 - Some Recent Developments and Applications of the Empirical Likelihood Method
Type: Topic Contributed
Date/Time: Sunday, July 30, 2017 : 4:00 PM to 5:50 PM
Sponsor: International Chinese Statistical Association
Abstract #324211
Title: Multiply Robust Estimation for Causal Treatment Effect and Average Treatment Effect Among Treated When Treatment Heterogeneity Exists
Author(s): Lu Wang* and Peisong Han and Daniel Almirall
Companies: University of Michigan and University of Waterloo and University of Michigan
Keywords: Robust Estimation ; Causal Inference ; Average Treatment Effect Among the Treated ; Empirical Likelihood ; Covariate Balancing ; Multiple Robustness
Abstract:

We propose robust estimation approaches based on empirical likelihood of (1). Average Treatment Effect (ATE): The ATE of treatment a relative to treatment b is the comparison of mean outcomes had the entire population been observed under one treatment a, versus had the entire population been observed under another treatment b; and (2). Average Treatment Effect Among the Treated (ATT): The ATT of b among those treated with a is the comparison, among study participants who were treated with a, of their mean outcome when treated with a, as they were, with the mean outcome they would have had if they had instead been treated with b. The ATEs and ATTs can differ when there exists treatment effect heterogeneity. The proposed estimating approach postulate multiple models for both the propensity score and the conditional mean of the counterfactual outcome given covariates, and carefully construct the extra balance constraints through an empirical likelihood objective function. Our proposed method preserves the same desired balance of covariate distributions and in addition, it provide consistent estimators if any working model is correctly specified, and thus is multiply robust.


Authors who are presenting talks have a * after their name.

Back to the full JSM 2017 program

 
 
Copyright © American Statistical Association