AI Causal Inference Analyst
An AI Causal Inference Analyst determines not just what happened, but why it happened - using causal reasoning frameworks, statist…
Skill Guide
Propensity score methods are statistical techniques used to estimate causal treatment effects from observational data by reducing selection bias through balancing covariates between treated and control groups.
Scenario
You have historical data from a non-randomized marketing campaign sent to a subset of customers. Your goal is to estimate the campaign's average causal effect on total spend.
Scenario
Analyze a dataset to compare the effectiveness of two surgical procedures. The assignment to procedure was not randomized, creating potential confounding by patient severity and hospital characteristics.
Scenario
A tech company is gradually rolling out a new platform feature. You must design a rigorous causal analysis plan to evaluate its impact on key business metrics, acknowledging observational data constraints.
Use these for implementation. `MatchIt` (R) is the standard for matching and balance diagnostics. `causalml`/`DoWhy` (Python) provide modern, ML-integrated pipelines for estimation. Stata offers robust built-in causal commands.
DAGs are critical for identifying sufficient adjustment sets to avoid bias. The Potential Outcomes framework defines the target estimand. Doubly Robust methods provide insurance against misspecification of either the propensity or outcome model, enhancing analytical credibility.
Answer Strategy
Structure the answer using the causal inference framework: Define the estimand (ATT), select covariates based on a DAG, estimate the propensity score (logit/probit), perform matching (caliper), and evaluate. Emphasize key assumptions: Unconfoundedness (no unmeasured confounders), Positivity, and SUTVA. For diagnostics, prioritize SMD balance tables, visual inspection of score distributions, and checking the number of matches lost to common support violations.
Answer Strategy
Testing understanding of practical implementation issues and robustness. The core concern is that extreme weights inflate variance and can make estimates unstable, violating the positivity assumption or indicating model misspecification. The professional response is to first investigate the extreme-weight units (are they near-deterministic treatment assignments?), then apply weight truncation or stabilization (e.g., using the average treatment probability in the denominator). Finally, report results from both the original and stabilized analyses as a sensitivity check.
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