Table 4.
Method name | Description | Signal score computed | |
---|---|---|---|
2 × 2 Disproportionality analysis | Multi-item Gamma Poisson Shrinker (MGPS) | Bayesian approach designed to guard against false positives due to multiple comparisons. Computes an adjusted value of the observed-to-expected reporting ratio corrected for temporal trends and confounding by age and sex. Bayesian prior parameters are estimated using Empirical Bayes |
EBGM (Empirical Bayes Geometric Mean): a centrality measure of the posterior distribution of the true observed-to-expected in the population EB05/EB95: lower/upper 5th percentile of the posterior EBGM observed-to-expected distribution |
Proportional reporting ratio (PRR) | Method to compute a measure akin to relative risk to quantify the strength of association between a product and event. In its canonical version it does not correct for temporal trends and confounding by age and sex | PRR: point estimate (mean) of the relative risk reporting ratio distribution | |
Bayesian Confidence Propagation Neural Network (BCPNN) | Originally inspired by neural networks, is a Bayesian approach for computing the observed-to-expected reporting ratio corrected for temporal trends and confounding by age and sex. Uses pre-specified Bayesian prior parameters. In practice, produces signal statistics close to those of MGPS |
IC (Information Component): posterior mean of the log observed-to-expected ratio IC025/IC975: lower/upper bounds of the IC 95% confidence interval |
|
Regression-based | Regression-Adjusted Gamma Poisson Shrinker (RGPS) | Use of Bayesian logistic regression to guard against masking effects and false signals due to confounding by concomitant products. Computes an adjusted value of the observed-to-expected reporting ratio that is corrected for temporal trends and confounding by age and sex |
ERAM (Empirical-Bayes Regression-Adjusted Arithmetic Mean): posterior mean of the observed-to-expected distribution ER05/ER95: lower/upper 5th percentile of the posterior ERAM observed-to-expected distribution |