4.1 The 2×2 Contingency Table
Disproportionality analysis begins by arranging spontaneous-report data into a 2×2 contingency table. Each cell counts the number of device–failure-mode pairs observed in the reporting database.
| Failure Mode of Interest | All Other Failure Modes | |
|---|---|---|
| Device of Interest | A Device + Failure | B Device + Other Failures |
| All Other Devices | C Other Devices + Failure | D Other Devices + Other Failures |
4.2 Proportional Reporting Ratio (PRR)
SDR (Signal of Disproportionate Reporting) Criteria
All three thresholds must be met simultaneously to flag a signal:
4.3 Key Limitations of Disproportionality Analysis
Underreporting
Spontaneous reporting captures only a fraction of real-world events. For non-serious incidents, an estimated 90–99% go unreported, severely limiting the denominator and distorting rate calculations.
Weber Effect
Reporting peaks shortly after product launch as users encounter the device user interface for the first time, then declines over time — not because failures decrease, but because novelty-driven reporting wanes.
Notoriety Bias
High-profile recalls or media coverage of a device can stimulate a surge of reports for that specific product, inflating disproportionality scores independently of any true change in risk.
Small Cell Instability
When cell counts (especially cell A) are very small, the PRR becomes highly volatile. A single additional report can dramatically shift the ratio, producing unreliable signals.
4.4 Bayesian Approaches to Signal Detection
Bayesian methods introduce prior distributions that “shrink” extreme estimates toward the overall database rate, producing more stable results when cell counts are small.
BCPNN
The Bayesian Confidence Propagation Neural Network uses shrinkage algorithms to compute an Information Component (IC). The IC measures the degree to which a device–failure pair is reported more often than expected. Confidence intervals (IC025) exceeding zero indicate a potential signal.
MGPS / EBGM
The Multi-item Gamma Poisson Shrinker produces an Empirical Bayesian Geometric Mean (EBGM). By pooling information across all device–failure combinations, MGPS prevents a single rare report from triggering a false alarm — the prior pulls extreme estimates back toward the database average.
4.5 Signal Management Lifecycle
Hover over each stage to view its description.
Detection
Validation
Prioritization
Evaluation
Tracking