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Bayesian PTSD-Trajectory Analysis with Informed Priors Based on a Systematic Literature Search and Expert Elicitation
Authors:Rens van de Schoot  Marit Sijbrandij  Sarah Depaoli  Sonja D. Winter  Miranda Olff  Nancy E. van Loey
Affiliation:1. Department of Methods and Statistics, Utrecht University;2. Optentia Research Program, Faculty of Humanities, North-West University;3. Clinical, Neuro- en Developmental Psychology, VU University Amsterdam;4. Psychological Sciences, University of California;5. Department of Psychiatry, Academic Medical Center, University of Amsterdam;6. Arq Psychotrauma Expert Group, Diemen the Netherlands;7. Department of Clinical Psychology, Utrecht University;8. Association of Dutch Burns Centers, Department of Behavioral Research
Abstract:There is a recent increase in interest of Bayesian analysis. However, little effort has been made thus far to directly incorporate background knowledge via the prior distribution into the analyses. This process might be especially useful in the context of latent growth mixture modeling when one or more of the latent groups are expected to be relatively small due to what we refer to as limited data. We argue that the use of Bayesian statistics has great advantages in limited data situations, but only if background knowledge can be incorporated into the analysis via prior distributions. We highlight these advantages through a data set including patients with burn injuries and analyze trajectories of posttraumatic stress symptoms using the Bayesian framework following the steps of the WAMBS-checklist. In the included example, we illustrate how to obtain background information using previous literature based on a systematic literature search and by using expert knowledge. Finally, we show how to translate this knowledge into prior distributions and we illustrate the importance of conducting a prior sensitivity analysis. Although our example is from the trauma field, the techniques we illustrate can be applied to any field.
Keywords:Bayesian statistics  Latent class analysis  Mixture modeling  Latent growth models  PTSD
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