Table 5.
Overview of formulas and criteria for disproportionality analysis. a, number of reports containing both the target drugs and target adverse drug events; b, number of reports containing other adverse drug events of the target drugs; c, number of reports containing the target adverse drug events of other drugs; d, number of reports containing other drugs and other adverse drug events; N, the number of reports; ROR, reporting odds ratio; 95% CI, 95% confidence interval; PRR, proportional reporting ratio; χ2, chi-squared; IC, information component; IC025, the lower limit of 95% CI of the IC; E (IC), the IC expectations; V(IC), the variance of IC; MGPS, multi-item gamma Poisson shrinker; EBGM, empirical bayesian geometric mean; EBGM05, the lower limit of 95% CI of EBGM.
| Algorithms | Formulas | Criteria |
|---|---|---|
| ROR | ROR = ad/bc | Lower limit of 95% CI > 1, N ≥ 3 |
| 95%CI = eln(ROR)±1.96(1/a+1/b+1/c+1/d)^0.5 | ||
| PRR | PRR = [a(c + d)]/[c(a + b)] | PRR ≥ 2, χ2 ≥ 4, N ≥ 3 |
| χ2 = [(ad-bc)^2](a + b + c + d)/[(a + b)(c + d)(a + c)(b + d)] | ||
| BCPNN | IC = log2a(a + b + c + d)/[(a + c)(a + b)] | IC025 > 0 |
| 95%CI = E(IC) ± 2[V(IC)]^0.5 | ||
| MGPS | EBGM = a(a + b + c + d)/[(a + c)(a + b)] | EBGM05 > 2 |
| 95%CI = eln(EBGM)±1.96(1/a+1/b+1/c+1/d)^0.5 |