Sequential Testing
Peeking at a normal test and stopping when it looks good inflates false positives — sequential methods make looking early legitimate.
- Term
- Sequential Testing
- Solves
- Peeking / continuous-monitoring false positives
- Methods
- Sequential probability ratio, alpha-spending, mSPRT
- Benefit
- Faster decisions without breaking validity
Forms & parts of speech
Definition in plain terms
Sequential testing is a family of experiment methods built for CONTINUOUS monitoring — they let you look at results as data arrives and stop early when the evidence is strong, WITHOUT the false-positive inflation that naive peeking causes in fixed-horizon tests. Where standard A/B testing requires committing to a sample size and not stopping early (because each peek is an extra chance to cross the threshold by luck), sequential methods build the repeated looking into the math, keeping the error rate honest.
The mechanics
The methods range from Wald's classic sequential probability ratio test to modern 'always-valid inference' (mixture SPRT, alpha-spending functions) used by experimentation platforms. The mechanism: instead of one significance threshold checked once, they define BOUNDARIES that account for the many looks — so a result that crosses the (appropriately stricter) boundary is genuinely significant despite the monitoring. The benefit is real efficiency: clear winners and losers can be called early (saving traffic), while inconclusive tests run on. The cost: the methods are more complex, and the early-stopping boundaries are conservative by design — you trade some power for the freedom to look.
When it matters
Sequential testing matters wherever continuous monitoring is desired (most modern experimentation), where stopping clear losers early protects revenue or users, and where the organizational reality is that people WILL peek (better to make peeking valid than to forbid it and watch it happen anyway). It's the principled answer to the peeking problem that p-value and sample-size discipline otherwise solve by prohibition. The honest framing: sequential methods let you look early legitimately — they don't let you skip having enough data for the effect you care about.
Synonyms & antonyms
Synonyms
Antonyms
Origin & history
Sequential analysis was developed by Abraham Wald during World War II (the sequential probability ratio test, published 1945-47) for efficient munitions quality control; modern 'always-valid' adaptations (mixture SPRT, alpha-spending) were brought to online experimentation by platforms like Optimizely in the mid-2010s to solve the peeking problem at scale.
Etymology: source.
Usage trends
Search interest for this term over the last five years:
Common questions
- What is sequential testing?
- Experiment methods that allow continuous monitoring and valid early stopping by building the repeated looking into the statistics.
- What problem does it solve?
- Peeking — checking a fixed-horizon test repeatedly and stopping at significance inflates false positives; sequential methods correct for it.
- What's the trade-off?
- More complex math and conservative early-stopping boundaries (some lost power) in exchange for legitimate continuous monitoring.
Related tools & calculators
Resources & people to follow
- referenceWald — Sequential Analysis (1947)
- bookTrustworthy Online Controlled Experiments — Kohavi, Tang & Xu
- referenceOptimizely / Statsig — always-valid inference docs
Curated, non-competitor resources verified per term.
Related training
- moduleCRO & experimentation
Disciplines
Areas of marketing where sequential testing is a core concern: