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Derive and validate DID for staggered rollout

Last updated: Mar 29, 2026

Quick Overview

This question evaluates a data scientist's competency in causal inference and panel-data methods—specifically Difference-in-Differences with staggered adoption, treatment-effect identification, event-study analysis, and robust inference when randomized designs are infeasible—and is commonly asked to assess reasoning about bias sources, heterogeneous timing, and assumption-driven diagnostics in policy evaluation. Category: Statistics & Math; level of abstraction: both conceptual understanding and practical application, since it probes estimand definition and limitations (including biases from two-way fixed effects and weighting), choice of appropriate estimators and diagnostics, inference decisions (clustered standard errors and small-cluster methods), and clear presentation of ATT and uncertainty to stakeholders; English summary.

  • hard
  • Meta
  • Statistics & Math
  • Data Scientist

Derive and validate DID for staggered rollout

Company: Meta

Role: Data Scientist

Category: Statistics & Math

Difficulty: hard

Interview Round: Onsite

Suppose you could not randomize and must use staggered adoption across EU regions. (a) Write the two-period/two-group Difference-in-Differences (DiD) estimator and generalize to multiple periods with staggered treatment. (b) Explain why TWFE can yield biased ATT estimates under heterogeneous treatment timing/effects (negative weights). (c) Propose a correct estimator (e.g., Sun–Abraham or Callaway–Sant’Anna), write the estimand you aim to recover, and outline event-study specification and pre-trend tests. (d) Describe identification assumptions (parallel trends, no anticipation), diagnostics (placebos, lead/lag checks), standard-error choices (cluster-robust by region, wild bootstrap for few clusters), and how you would handle treatment reversal or partial adoption. Conclude with how you’d present the ATT and uncertainty to executives.

Quick Answer: This question evaluates a data scientist's competency in causal inference and panel-data methods—specifically Difference-in-Differences with staggered adoption, treatment-effect identification, event-study analysis, and robust inference when randomized designs are infeasible—and is commonly asked to assess reasoning about bias sources, heterogeneous timing, and assumption-driven diagnostics in policy evaluation. Category: Statistics & Math; level of abstraction: both conceptual understanding and practical application, since it probes estimand definition and limitations (including biases from two-way fixed effects and weighting), choice of appropriate estimators and diagnostics, inference decisions (clustered standard errors and small-cluster methods), and clear presentation of ATT and uncertainty to stakeholders; English summary.

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Meta
Oct 13, 2025, 9:49 PM
Data Scientist
Onsite
Statistics & Math
2
0

Causal Effect of a Staggered Adoption Policy Across EU Regions

You cannot randomize. An intervention is rolled out at different dates across EU regions, observed over multiple time periods.

Answer the following:

(a) Write the two-period, two-group Difference-in-Differences (DiD) estimator and then generalize to multiple periods with staggered adoption.

(b) Explain why two-way fixed effects (TWFE) regressions can yield biased average treatment effect on the treated (ATT) under heterogeneous treatment timing or effects, including the role of negative weights.

(c) Propose a correct estimator suitable for staggered adoption (for example, Sun–Abraham or Callaway–Sant'Anna). Define the target estimand, outline an event-study specification that identifies dynamic effects, and describe how you would test for pre-trends.

(d) Describe identification assumptions (parallel trends, no anticipation), diagnostics (placebos, lead and lag checks), standard error choices (cluster-robust by region, wild bootstrap for few clusters), and how you would handle treatment reversal or partial adoption. Conclude with how you would present the ATT and its uncertainty to executives.

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