| Literature DB >> 26589255 |
Sarah Wilker1,2, Anett Pfeiffer3,4, Stephan Kolassa5, Daniela Koslowski1, Thomas Elbert3,4, Iris-Tatjana Kolassa1.
Abstract
BACKGROUND: While studies with survivors of single traumatic experiences highlight individual response variation following trauma, research from conflict regions shows that almost everyone develops posttraumatic stress disorder (PTSD) if trauma exposure reaches extreme levels. Therefore, evaluating the effects of cumulative trauma exposure is of utmost importance in studies investigating risk factors for PTSD. Yet, little research has been devoted to evaluate how this important environmental risk factor can be best quantified.Entities:
Keywords: Cumulative trauma exposure; event list; posttraumatic stress disorder; predictive validity; reliability
Year: 2015 PMID: 26589255 PMCID: PMC4654773 DOI: 10.3402/ejpt.v6.28306
Source DB: PubMed Journal: Eur J Psychotraumatol ISSN: 2000-8066
Fig. 2Left panel: The probability of lifetime PTSD is best predicted by a trauma assessment which measures the number of different traumatic event types experienced. Depicted are the observed and predicted proportions of lifetime PTSD against the number of traumatic event types, with 95% bootstrapped confidence intervals of the prediction. Right panel: By contrast, the probability of current PTSD is best predicted by a trauma assessment which considers the frequency of the traumatic events experienced. Depicted are the observed and predicted proportions of current PTSD against the experienced traumatic events frequency score, with 95% bootstrapped confidence intervals of the prediction. For this graphical illustration, data on trauma exposure was aggregated in groups of ≥9 individuals per group in order to be able to calculate meaningful proportions.
Demographic and clinical information by diagnostic group
| Current PTSD ( | Remitted PTSD ( | Never PTSD ( | Statistic |
| |||
|---|---|---|---|---|---|---|---|
|
| 9 (47) | 9 (50) | 10 (53) | Fisher's exact test | 1.00 | ||
| Mean age (SD) | 34 (8.88) | 35.56 (12.20) | 33.95 (10.44) |
| 0.872 | ||
| Mean number of school years (SD) | 5.37 (2.52) | 6.28 (2.91) | 5.87 (3.70) |
| 0.670 | ||
| Mean number of event types lifetime (SD) | 37.58 (8.75) | > | 28.72 (6.05) | = | 22.05 (8.13) |
| <0.001 |
| Mean experienced events frequency score lifetime (SD) | 79.00 (21.12) | > | 46.78 (14.12) | = | 39.37 (21.74) |
| <0.001 |
| Mean number of event types experienced under the age of 6 (SD) | 0.05 (0.23) | = | 0.28 (0.57) | = | 0.00 (0.00) |
| 0.049 |
| Mean number of event types experienced under the age of 14 (SD) | 4.26 (8.88) | 6.22 (8.52) | 3.32 (4.63) |
| 0.762 | ||
| Mean number of event types experienced as an adult (SD) | 33.74 (9.91) | > | 23.83 (8.38) | = | 19.16 (8.21) |
| <0.001 |
| Mean PDS score (SD) | 14.89 (4.99) | > | 1.67 (1.68) | = | 1.21 (1.99) |
| <0.001 |
PDS, Posttraumatic Diagnostic Scale.
ANOVA F-test for continuous data if test residuals were normally distributed, Kruskal–Wallis H-test for continuous data if residuals were not normally distributed, and Fisher's exact test for categorical data.
Global comparisons of the means of continuous variables for the three groups were followed by parametric or non-parametric post hoc tests, if the F-test or Kruskal–Wallis H-test was significant. The results of the post hoc tests are visualized by the symbols >, <, and =.
Indicates a significant difference between the current PTSD and never PTSD group.
Fig. 1Test–retest reliability of trauma exposure assessed as the number of different traumatic event types experienced (left) and assessed as the experienced traumatic events frequency score (right). The line represents the linear relationship (estimated by fitting an ordinary least square regression) between the two repeated measurements across the entire reliability sample.
Goodness of fit statistics for models including different trauma measures as predictors of lifetime PTSD, current PTSD, and current PTSD symptom severity
| AIC | D | Nagelkerke's | |
|---|---|---|---|
| Prediction of lifetime PTSD | |||
| Number of traumatic event types experienced | 230.15 | 0.19 | 0.25 |
| Experienced traumatic events frequency score | 242.22 | 0.13 | 0.19 |
| Number of experienced traumatic event types under the age of 14 | 270.42 | 0.01 | 0.02 |
| Number of experienced traumatic event types as an adult | 252.06 | 0.09 | 0.13 |
| Prediction of current PTSD | |||
| Number of traumatic event types experienced | 193.09 | 0.22 | 0.30 |
| Experienced traumatic events frequency score | 186.91 | 0.25 | 0.34 |
| Number of experienced traumatic event types under the age of 14 | 238.92 | 0.02 | 0.03 |
| Number of experienced traumatic event types as an adult | 225.79 | 0.08 | 0.11 |
| Prediction of current PTSD symptom severity | |||
| Number of traumatic event types experienced | 1103.87 | – | 0.31 |
| Experienced traumatic events frequency score | 1100.28 | – | 0.33 |
| Number of experienced traumatic event types under the age of 14 | 1148.89 | – | 0.04 |
| Number of experienced traumatic event types as an adult | 1141.75 | – | 0.08 |
AIC, Akaike's Information Criterion; D, Coefficient of discrimination.
Displayed is the goodness of fit statistic from regression models with the different trauma measurements as predictors. For the prediction of lifetime and current PTSD, logistic regression models were fitted, whereas a negative binomial regression with cubic splines was estimated for the prediction of current PTSD symptom severity.