Weighing policy evidence: validity and transferability

A pristine study of somewhere else can tell you less about here than a messy study of home.

The idea

The evidence hierarchy ranks designs — randomized trial over quasi-experiment over observational over qualitative. Useful, but it answers only one question: , how believable the estimate is for the setting it came from. It says nothing about transferability — whether that estimate travels to your population, prices, and institutions.

So a distant randomized trial can deserve less weight than a nearby weaker study. The job isn’t to grab the top of the hierarchy; it’s to weigh each study by precision × how much its setting looks like yours — and to keep effect size and statistical significance separate from that.

The evidence scale — predict a local job-training effect

You must estimate how much a job-training program would raise local employment (percentage points). Put studies on the scale, then set how much each foreign setting matches yours.

Context match — how much the foreign trial’s setting looks like yours
70%
50%
35%
box size = weight faded = low transferability predicted local effect ± band
Predicted local effect
—
95% band (includes zero?)
—
Precision of the local prediction
—

How it works

Grade each study on two axes, then pool. Weight is precision discounted by how far the setting is from yours:

Two axes per study
  internal validity  ->  precision of ITS estimate   (1 / variance)
  transferability    ->  how much its setting matches yours   (0..1)

Weight for predicting the LOCAL effect
  weight = transferability / variance
  (a tight foreign estimate with poor context match gets little weight)

Pool
  predicted = sum(weight * effect) / sum(weight)
  band width grows with 1/sum(weight)  +  a structural-uncertainty term
  qualitative evidence shrinks that structural term by grounding
  whether the mechanism operates here

Worked, with the defaults on screen
  foreign RCT   effect +12 pp,  variance 1.5,  transfer 0.43
  local obs.    effect  +5 pp,  variance 4.0,  transfer 0.90
  weights       12: 0.29   5: 0.23   ->  pooled ~ 8.9 pp
  drop "institutions" match and the local study out-weighs the RCT

Watch the separation the tool makes concrete. Each study’s own whisker (its 95% CI) can exclude zero — “significant” where it was run — while the pooled local band still includes zero. Significance in another setting is not evidence of a local effect.

When to use it

Weigh evidence this way when…The limit
You’re importing a result from elsewhere to predict a local effect.Transferability is a judgment, not a measured number — be explicit about it.
Studies disagree, or the strongest design comes from the least similar place.Weights depend on variance and match estimates you may only know roughly.
A qualitative or mechanism study can tell you whether the causal story even holds here.Qualitative work grounds transfer; it rarely sizes the effect on its own.

Watch out for

Worked example

An interviewer says: “A famous randomized trial abroad found a job-training program raised employment 12 points. Should we expect that here?” A senior answer refuses the shortcut. It credits the trial’s internal validity, then asks the transfer questions: is our unemployed population similar, is our labor market as slack, do we have the delivery institutions the trial relied on? If institutions differ sharply, the pristine estimate gets discounted — and a rougher local before-and-after study, plus interviews confirming the mechanism, may carry more weight for predicting our effect. The honest output is a range, wider than any single study’s, centered below 12 — and a note that the band still comfortably clears zero, so the direction is safe even if the magnitude isn’t.

Check yourself

A large foreign RCT (very tight CI) and a small local observational study point to different effects. Institutions differ a lot between the two settings. For predicting the local effect, the sound move is…

Each study’s own 95% CI excludes zero, but your pooled local band includes zero. What does that mean?