I am trying to study group-based trajectory modelling (GBTM). Please, notice that I am not a statistician. I have installed in Stata the module “traj” that is the same module as one for SAS. There are 13 different models one can use with traj.   

  • Censored Normal Model              
  • Zero-Inflated Poisson Model                 
  • Logistic Model                 
  • Time-Stable Covariates for Group Membership               
  • Group Membership Probabilities from a Model with Time Stable Covariates
  • Time-Varying Covariates Influencing Trajectory Paths
  • Start Values                  
  • Joint Trajectory Model                
  • Distal Outcome Model        
  • Wald Tests for Hypotheses Based on the Parameter Estimates           
  • Exposure Time / Sample Weights  
  • Dropout Model  
  • Multi-Trajectory Model  
  • I have tried to find out on Internet the differences between them. I did understand something, but the most of it is still very unclear. Maybe somebody could explain it in an understandable way. My data: N=1500, 6 repeated measures (3 before the procedure and 3 after that), there is no need to specify the actual distance between these measures, the independent variable is continuous with min=0 and without max, there are a lot of zeros but not very many missing values. What would be the best choice of model?

    Some references may also help. I have already read the articles by Nagin and Jones.

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