Correct Measurement-Error Bias
correct.Rmd
Why Correct for Measurement Error?
- In conjoint experiments, measurement error is
pervasive but often overlooked.
- Respondents may:
- Misread attributes
- Misunderstand levels
- Click randomly
- Forget information across tasks
- As a result, respondents’ recorded choices often refelect random
noise.
- This random error leads to attenuate true prefernces (or true effects).
The Consequences of Ignoring Measurement Error
Without Correction | With Correction |
---|---|
Underestimates true preferences | Provides more accurate preferences |
Falsely suggests indifference | Recovers meaningful trade-offs |
Misleads theory building and application | Provides accurate, unbiased insights |
How projoint Corrects for Measurement Error
- Estimates the intra-respondent reliability (IRR) based on responses to a repeated task
- Adjusts marginal means (MMs) and average marginal component effects (AMCEs) accordingly
- Provides corrected estimates that better reflect respondents’ true preferences
- Corrected estimates reveal the true magnitude of effects, improving both theoretical and applied inferences in political science, marketing, and other fields.
✅ No additional respondent burden (just one repeated task)
✅ Minimal survey design changes
✅ Massive improvements in accuracy
Key Takeaway
🧠 Measurement error systematically biases results.
🔥 Correcting for measurement error reveals true preferences, sharper trade-offs, and prevents misleading inferences.
📚 Key Reference
-
Clayton, Horiuchi, Kaufman, King, Komisarchik
(Forthcoming).
“Correcting Measurement Error Bias in Conjoint Survey Experiments.”
Forthcoming, American Journal of Political Science.
Pre-Print Available