🔎 How Publication Decisions Were Modeled and Tested
A formal model of the publication process is developed that captures the interaction between an initial study and a subsequent replication. The model identifies how editorial and authorial choices about what to submit and what to accept shape published evidence across these two-stage research sequences.
📋 Three Biases the Model Highlights
- File-drawer bias: statistically significant original results are favored over nonsignificant ones.
- Repeat-study bias: a reluctance to publish replications relative to original studies.
- Gotcha bias: replications that contradict earlier positive findings are more likely to be published than confirming replications.
🔬 How These Biases Were Measured
- Parameters of the model were estimated using a vignette experiment administered to political science professors teaching at Ph.D.-granting institutions in the United States.
- The vignette experiment elicited judgments about publication likelihood for combinations of initial and replication study outcomes, allowing estimation of bias magnitudes in a controlled yet realistic setting.
📌 Key Findings
- Evidence was found for all three types of publication bias identified by the model.
- Biases that specifically involve replication studies (repeat-study bias and gotcha bias) are present but notably smaller in magnitude than the classic file-drawer bias.
- When all biases operate together, their aggregation increases the prevalence of false positive findings in the published literature.
⚠️ Why This Matters
- The presence of replication-specific biases, even if smaller, means the growing replication movement may still face distortions in what gets published.
- The combined effect of multiple biases undermines the reliability of published results and raises the probability that false positives persist in scholarly debates.
➡️ Next Steps Suggested
- Further empirical work to quantify these biases across disciplines and publication stages.
- Investigation of editorial and incentive reforms to reduce both classic file-drawer effects and replication-related biases.