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Design station experiment with interference and rush-hour spillovers

Last updated: Mar 29, 2026

Quick Overview

This question evaluates a data scientist's competency in experimental design and causal inference under interference and non-stationarity, covering skills such as randomization unit and period selection, KPI and guardrail specification, synthetic control construction, variance-reduction techniques, and diagnostics for spillovers and temporal effects. It is commonly asked in the Analytics & Experimentation domain to assess the ability to design robust, real-world experiments and is primarily a practical application that also requires strong conceptual understanding of bias, carryover, seasonality, shocks, and validation methods.

  • hard
  • Uber
  • Analytics & Experimentation
  • Data Scientist

Design station experiment with interference and rush-hour spillovers

Company: Uber

Role: Data Scientist

Category: Analytics & Experimentation

Difficulty: hard

Interview Round: Onsite

NYC’s Penn Station is piloting a new in-station ordering product with two competing features A and B; foot traffic is highly periodic (weekday rush hours), users may share networks/devices, and spatial/temporal spillovers are strong. How would you determine which feature is better? Choose and justify an experimental design under interference—station-level switchback (A/B by time) versus geo-split versus synthetic control—and specify the randomization unit, period length, washout, and guardrails to limit contamination; define primary KPIs and guardrails (e.g., conversion, throughput/minute, queue abandonment, AOV, CSAT) and a decision rule, including MDE and power assumptions; explain how you would handle shocks like service disruptions and non-stationarity, construct a synthetic control (donor pool, pre-period fit, placebo tests), and combine it with switchback results; outline diagnostics for carryover, novelty, and day-of-week effects, and describe variance reduction (pairing, CUPED) and how you would estimate heterogeneous lift by time block to confidently select the winning feature.

Quick Answer: This question evaluates a data scientist's competency in experimental design and causal inference under interference and non-stationarity, covering skills such as randomization unit and period selection, KPI and guardrail specification, synthetic control construction, variance-reduction techniques, and diagnostics for spillovers and temporal effects. It is commonly asked in the Analytics & Experimentation domain to assess the ability to design robust, real-world experiments and is primarily a practical application that also requires strong conceptual understanding of bias, carryover, seasonality, shocks, and validation methods.

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Uber logo
Uber
Oct 13, 2025, 9:49 PM
Data Scientist
Onsite
Analytics & Experimentation
10
0
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Experiment Design Under Interference for an In‑Station Ordering Pilot

Context (Completed)

You are evaluating two competing in‑station ordering features (A vs B) at NYC’s Penn Station. The setting has:

  • Strong periodicity (weekday AM/PM rush hours).
  • Users may share devices or networks (station Wi‑Fi, kiosks).
  • Spatial and temporal spillovers (signage, staff behavior, queuing externalities).
  • Potential shocks (service disruptions, events) and non‑stationarity over time.

Goal: Determine which feature is better while handling interference and non‑stationarity.

Task

Choose and justify an experimental design under interference—station‑level switchback (A/B by time) versus geo‑split versus synthetic control—and specify:

  1. Randomization unit, period length, washout, and guardrails to limit contamination.
  2. Primary KPIs and guardrail metrics (e.g., conversion, throughput/minute, queue abandonment, AOV, CSAT) and a decision rule, including MDE and power assumptions.
  3. How to handle shocks (service disruptions), trends, and non‑stationarity.
  4. How to construct a synthetic control (donor pool, pre‑period fit, placebo tests) and how to combine it with switchback results.
  5. Diagnostics for carryover, novelty, and day‑of‑week effects.
  6. Variance reduction methods (pairing, CUPED) and how to estimate heterogeneous lift by time block to confidently select the winning feature.

Solution

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