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Entropy Balancing for Causal Effects: A Multivariate Reweighting Method to Produce Balanced Samples in Observational Studies
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Citations
39
References
2011
Year
EngineeringTreatment EffectQuasi-experimentBinary TreatmentsBalanced SamplesCausal InferenceData ScienceBiasRandomized Controlled TrialBiostatisticsPublic HealthStatisticsCausal ModelMatching TechniquePredictive AnalyticsMaximum EntropyCausal ReasoningEntropy BalancingTime-varying ConfoundingStatistical InferenceCausalityCovariate BalanceMultivariate Reweighting Method
The paper proposes entropy balancing, a data‑preprocessing method to achieve covariate balance in observational studies with binary treatments. Entropy balancing uses a maximum‑entropy reweighting scheme that calibrates unit weights to satisfy specified covariate moment constraints, thereby exactly adjusting representation across first, second, and higher moments and eliminating the need for iterative propensity‑score tuning. The method reduces model dependence in treatment‑effect estimation, as shown by Monte Carlo simulations and empirical applications.
This paper proposes entropy balancing, a data preprocessing method to achieve covariate balance in observational studies with binary treatments. Entropy balancing relies on a maximum entropy reweighting scheme that calibrates unit weights so that the reweighted treatment and control group satisfy a potentially large set of prespecified balance conditions that incorporate information about known sample moments. Entropy balancing thereby exactly adjusts inequalities in representation with respect to the first, second, and possibly higher moments of the covariate distributions. These balance improvements can reduce model dependence for the subsequent estimation of treatment effects. The method assures that balance improves on all covariate moments included in the reweighting. It also obviates the need for continual balance checking and iterative searching over propensity score models that may stochastically balance the covariate moments. We demonstrate the use of entropy balancing with Monte Carlo simulations and empirical applications.
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