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A Better Alternative to Inverse Probability Weighting for Time-Varying Causal Effects

Causal Inferenceresidual balancingmarginal structural modelsinverse probability weightingcontinuous treatmentsMethodology@Pol. An.Dataverse
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๐Ÿง  The Problem With Post-Treatment Confounders

Post-treatment confounders make causal inference for time-varying treatments difficult. Conditioning on these variables can block causal pathways or create spurious associations, producing biased marginal effect estimates. Marginal structural models (MSMs) paired with inverse probability weighting (IPW) are commonly used to avoid this bias, but IPW has important drawbacks:

  • Requires modeling the conditional distributions of treatment
  • Highly sensitive to model misspecification
  • Relatively inefficient and prone to finite-sample bias
  • Difficult to apply with continuous treatments

๐Ÿงช How Residual Balancing Constructs Weights

Residual balancing offers an alternative way to build weights for MSMs by modeling the conditional means of post-treatment confounders rather than the full conditional distributions of treatment. Key features include:

  • Models conditional means of post-treatment confounders (not treatment distributions)
  • Produces weights used in MSM estimation
  • Naturally accommodates continuous treatments

๐Ÿ“Š Evidence: Simulations and Empirical Examples

Numeric simulations show that residual balancing is generally more efficient and more robust to model misspecification than IPW and common IPW variants across a range of scenarios. The method is illustrated with two applied examples:

  • Estimating the cumulative effect of negative advertising on election outcomes
  • Estimating the controlled direct effect of shared democracy on public support for war

Open-source software is available to implement residual balancing.

โ— Why It Matters

Residual balancing provides a practical, more robust alternative to IPW for researchers using MSMs to study time-varying treatments. By shifting modeling effort from treatment distributions to confounder means, the approach improves finite-sample performance and makes analyses with continuous treatments more tractable, while reducing sensitivity to misspecification.

Article card for article: Residual Balancing: A Method of Constructing Weights for Marginal Structural Models
Residual Balancing: A Method of Constructing Weights for Marginal Structural Models was authored by Xiang Zhou and Geoffrey T. Wodtke. It was published by Cambridge in Pol. An. in 2020.
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