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Quantile treatment effect (QTE) vs ATE.

hard

Answer

  • ATE captures mean effect.
  • QTE(τ)  =  FY(1)\mathrm{QTE}({\tau})\; = \;F_{Y}(1)^(-1)(τ)    FY(0)({\tau})\; - \;F_{Y}(0)^(-1)(τ) captures effect on the τ-th quantile — useful when the mean is misleading (heavy tails, revenue metrics dominated by top 1%).
  • Example: an A/B test with +0.01ATEbut0.01 ATE but -1 at the median → most users hurt, a few whales lift the average.
  • Estimation: quantile regression, IPW-quantile, causal forests.
  • Standard tail-metric analysis at big tech.
Check yourself — multiple choice
  • Same as ATE
  • QTE(τ) = effect on τ-th quantile; matters for heavy-tail / revenue metrics where mean is misleading; via quantile regression or IPW-quantile
  • Random
  • Not real

QTE: effect on quantile τ; useful under heavy tails / revenue metrics.

#ab-testing#causal-inference

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