FIND DATA: By Author | Journal | Sites   ANALYZE DATA: Help with R | SPSS | Stata | Excel   WHAT'S NEW? US Politics | Int'l Relations | Law & Courts
   FIND DATA: By Author | Journal | Sites   WHAT'S NEW? US Politics | IR | Law & Courts
If this link is broken, please report as broken. You can also submit updates (will be reviewed).
Insights from the Field

How Noisy, Privacy-Protected Facebook Data Still Yield Valid Results


differential privacy
measurement error
Facebook
regression
scalability
Methodology
Pol. An.
11 R files
5 PDF files
2 other files
1 datasets
1 text files
Dataverse
Statistically Valid Inferences from Differentially Private Data Releases, With Application to the Facebook URLs Dataset was authored by Georgina Evans and Gary King. It was published by Cambridge in Pol. An. in 2023.

🧾 About the Facebook URLs dataset and its privacy noise

The Facebook URLs Dataset contains over 40 trillion cell values, making it one of the largest social science research datasets ever assembled. The release applies a version of differential privacy that adds specially calibrated random noise, providing mathematical guarantees for the privacy of individual research subjects while aiming to preserve aggregate patterns useful to social scientists.

⚠️ Why standard analyses can be misleading

Random noise in the release creates measurement error that induces statistical bias in conventional analyses. Typical distortions include:

  • Attenuation (understated effects)
  • Exaggeration (overstated effects)
  • Switched signs (estimates changing direction)
  • Incorrect uncertainty estimates (misleading standard errors and confidence bounds)

⚙️ How bias is corrected at scale

Methods originally developed to correct naturally occurring measurement error are adapted to the specifics of the differentially private release, with special attention to computational efficiency for extremely large datasets. Key methodological features include:

  • Modeling the calibrated privacy noise as a source of measurement error
  • Adapting established correction techniques for bias and uncertainty
  • Optimizing computations to handle trillions of cells without prohibitive cost

📈 Key findings

  • The adapted methods produce statistically valid linear regression estimates and descriptive statistics from the noisy release.
  • After correction, results can be interpreted like ordinary analyses of nonconfidential data, but with appropriately larger standard errors to reflect added uncertainty from privacy noise.

Why it matters

These methods reconcile strong formal privacy protections with credible social-science inference, enabling researchers to draw reliable conclusions from massive differentially private data releases such as the Facebook URLs Dataset.

data
Find on Google Scholar
Find on JSTOR
Find on CUP
Political Analysis
Podcast host Ryan