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Proposing network analysis for early life adversity: An application on life event data.
Tjeerd Rudmer de Vries1, Iris Arends1, Naja Hulvej Rod2
1University of Groningen, University Medical Center Groningen, Department of Health Sciences, Community & Occupational Medicine, Hanzeplein 1, Postbox 30.001, 9700, RB, Groningen, the Netherlands.
Network analysis offers a novel way to model early life adversity (ELA), revealing complex interconnections between adverse events (AEs). This approach captures the intricate nature of ELA better than traditional methods.
Area of Science:
- Psychology
- Epidemiology
- Network Science
Background:
- Traditional methods for modeling early life adversity (ELA) struggle to capture its complex nature.
- Existing approaches include sum-scores, latent class/trajectory models, single-adversity, and factor-analytical methods.
Purpose of the Study:
- To propose and apply network analysis as an alternative method for modeling ELA.
- To construct a network of fourteen adverse events (AEs) before age 16 using data from the TRacking Adolescents Individual Lives Survey (TRAILS).
- To compare network analysis findings with tetrachoric correlation analyses to understand associations between AEs.
Main Methods:
- Network analysis was used to model ELA.
- Fourteen adverse events (AEs) from the TRAILS dataset (N=1029) were included.
- Tetrachoric correlation analyses were performed for comparison.
Main Results:
- The ELA network revealed direct and complex indirect relationships between AEs, with fifteen edges emerging.
- While correlations suggested many AEs were associated, network analysis showed some associations were explained by interactions with other AEs (e.g., parental divorce mediating parental addiction and familial conflicts).
Conclusions:
- Network analysis effectively captures the complex, interconnected nature of ELA.
- This method provides valuable insights into the mechanisms underlying associations between AEs and potential life course outcomes.
- Future research should refine network model estimation, selection, and sample size requirements.
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