| Sensitivityb | Positive predictive valuec |
---|
 | %PTSD | (SE) | %PTSD | (SE) |
---|
Total | 32.0 | (3.2) | 15.7 | (2.0) |
Country income | Â | Â | Â | Â |
 High | 49.8 | (4.4) | 24.2 | (3.4) |
 Low or middle | 10.7 | (2.4) | 5.3 | (1.3) |
Age at collision | Â | Â | Â | Â |
 30+ years old | 17.7 | (2.6) | 8.7 | (1.4) |
  < 30 years old | 47.7 | (4.9) | 23.4 | (3.8) |
Sex | Â | Â | Â | Â |
 Female | 48.5 | (4.1) | 26.4 | (3.3) |
 Male | 8.5 | (2.5) | 3.7 | (1.1) |
Education | Â | Â | Â | Â |
 Low or low-average | 41.7 | (4.1) | 19.1 | (2.7) |
 High or high-average | 14.2 | (3.1) | 8.1 | (1.9) |
- aTen-fold cross-validation involves dividing the sample into 10 separate random subsamples of equal size, estimating the model in each of the 10 separate 90Â % subsamples created by deleting 1 of the 10 subsamples, and applying predicted values based on each set of coefficients only to the remaining 10Â % of the sample. Replicated cross-validation involves repeating the cross-validation process some number of times (20 times in the current application), with a different random split of the sample into 10 equal-sized subsamples each time. Sensitivity and positive predictive value were calculated separately in each of these 200 subsamples and averaged to produce the results reported here
- bSensitivity = Proportion of all PTSD found among the 5 % of respondent with highest predicted probabilities based on the final model
- cPositive Predictive Value = Prevalence of PTSD among respondents in the row who are among the 5 % in the total sample with the highest predicted probabilities based on the final model