Hello community!

I am running a CFA for a within and between subjects design. The research involves the study of students on variables before and after taking an entrepreneurship course. The dependent variables are self-efficacy, with 5 subconstructs, and entrepreneurial intent. The independent variable is the course. Covariates are a continuous age variable, exposure (0, 1, 2, or 3), and experience (0, 1, or 2) (I used dummy variables for these in the ANCOVAs).

I don't have experience with repeated measures CFA and want to make sure I'm doing it correctly. I have attached a picture for the CFA model I have tested. I correlated error terms for the errors of the corresponding measured items. I set the regression weights to equal for both times. I also correlated the latent variables. This study also has multiple groups (female and male), but I believe it does not change anything to the factor structure (I just added separate data sets for those groups in Amos). Please let me know if this assumption is wrong.

  • Does the model reflect an appropriate way to test whether the factor structure holds across time?
  • Is it OK that I did not include the covariates or should I?
  • The model where I constrain the regressions weights to be equal for both times has significantly lower model fit according to the chi square difference test. The model fit is otherwise good for both models TLI & CFI > .9 and RMSEA < .04. Can I argue that theoretically the model should hold and since model fit is good for the constrained model, that it is OK to use it across time? I know the chi square difference test is sensitive to sample size (n > 3,000) but does that matter for the chi square difference test?
  • Chi square constrained model – Chi square less constrained model -> 11814.262-11644.759=169.503 and df (2ndmodel) – df (1st model) = 2345-2288=57. p < .001
  • I would appreciate your insight very much!

    Thank you,

    Heidi

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