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Effect of treatment on the treated

The effect of treatment on the treated is the average causal difference between treated outcomes and their untreated potential outcomes among units that received treatment.

How 2 Manning books explain it

Causal Inference for Data Science

The average treatment effect on the treated is the average difference between treated outcomes and their untreated potential outcomes among treated units.

How it is used
Targets causal effects for units that actually received treatment when comparing treated outcomes with credible untreated counterfactuals.
How deep it goes
Defines ATT through potential outcomes and derives DiD estimation from observed data under the parallel paths assumption.
Examples
Uses overlapping patient propensity scores, chatbot engagement, movie releases, synthetic DiD data, and R and Python estimators.
What you can do after
Apply it via matching or difference-in-differences formulas, linear models, bootstrapping, and named R or Python libraries.

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Causal AI

The effect of treatment on the treated is the average causal effect among units that received treatment, comparing their treated outcomes with the outcomes they would have had under no treatment.

How it is used
Evaluates causal effects specifically among units exposed to treatment, especially when deployment assignment differs from experimental assignment.
How deep it goes
Derives binary ETT with counterfactual notation, consistency, SWIGs, d-separation, and probabilistic inference, while deferring broader nonbinary assumptions.
Examples
Uses recommendation-policy attrition and online-game engagement-and-purchases examples, including Pyro-style intervention and conditioning code.
What you can do after
Apply it via causal graphical models and probabilistic inference to estimate identified effects for treated populations.

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Related concepts

These guides are generated from the text of Manning books by Manning's knowledge graph and link to the sections they draw on. The full books are available on liveBook and at manning.com.