Causal Inference
The back-door criterion is a condition used in causal inference to determine whether a set of variables can be controlled to estimate a causal effect without introducing bias. It essentially helps to identify valid adjustment sets by indicating that if we block all back-door paths from a treatment variable to an outcome variable, then we can estimate the causal effect of the treatment on the outcome accurately. This concept plays a significant role in structural causal models, where understanding the relationships between variables is crucial for making valid inferences.
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