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Estimating the Effect of a Community-Based Intervention with Two Communities
Mark J van der Laan1, Maya Petersen1, Wenjing Zheng1
1University of California - Berkeley, Berkeley, CA, USA.
Estimating community-level causal effects is challenging due to environmental confounders. This study proposes methods for identifying these effects even with limited community data, offering guidance for study design and causal interpretation.
Area of Science:
- Epidemiology and Biostatistics
- Causal Inference
- Health Services Research
Background:
- Evaluating community-based programs requires estimating causal effects of group-level interventions on individuals.
- Environmental factors unique to each community act as confounders, complicating analysis, especially with limited data.
- Existing methods struggle when data from only a few communities are available, hindering adjustment for these confounders.
Purpose of the Study:
- To define conditions for estimating the marginal (overall) causal effect of community-level interventions.
- To develop methods for estimating the causal effect of interventions on individuals within treated communities.
- To provide guidance for designing studies and interpreting causal effects with limited community data.
Main Methods:
- Utilized a nonparametric structural equation model to define and identify causal effects.
- Considered an extreme scenario with two communities receiving different intervention levels, generalizable to more communities.
- Investigated matched cohort sampling designs and developed targeted maximum likelihood estimators (MLE).
Main Results:
- Established identifiability conditions for estimating community-level causal effects from limited data.
- Proposed non-causal treatment effect measures when identifiability conditions fail.
- Developed semiparametric efficient and doubly robust estimators for community-level causal effects.
Conclusions:
- The proposed methods and identifiability conditions aid in designing studies for community-level causal inference.
- The findings are crucial for valid causal interpretations in observational studies with few communities.
- The developed estimators provide robust measures of treatment effects, even when causal assumptions are not fully met.
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