What is CUPED?
A variance-reduction technique that adjusts metrics using pre-experiment baseline values.
Why does CUPED make A/B tests faster?
Because it reduces variance, increasing statistical power → fewer samples needed → shorter experiment.
What does the CUPED adjustment formula look like (intuitively)?
Adjusted metric = Y − θX, where Y is experiment metric, X is pre-period metric.
What is θ in CUPED?
θ = covariance(Y, X) / variance(X); learned via linear regression.
What must be true for CUPED to work well?
High correlation between pre-period (X) and experiment metric (Y).
When should you NOT use CUPED?
When the treatment affects the baseline (contamination), new users with no history, seasonal shifts, or broken pre-period logs.
What is “baseline contamination” in CUPED?
When the treatment leaks into or affects the pre-period metric, making CUPED invalid.
What is the main benefit of CUPED?
Narrower confidence intervals → increased sensitivity → reduced minimum detectable effect.
If correlation between baseline and metric is 0.75, should CUPED be used?
Yes — strong correlation → large variance reduction.
If correlation is low (e.g. 0.05), should CUPED be used?
No — low correlation gives little benefit and may add noise.