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  • SEM modification problem (SEM general question)

    Hi at all,
    i have a quite general question on how to model a SEM and i hope someone can help me out.
    So here is the situation:

    In our institute, we obtained a dataset, trying to measure the innovation capacity of students. This has been done by a previous work, where 9 sub-scales have bin summed up to a single factor which results in the innovation capacity of students. We measured two times, at the beginning and at the end of the first academic year.

    I know want to build a SEM, where the innovation capacity after the first academic year is basically the "dependent variable". As "independent variables", there are on the one hand observed variables (items in the questionnaire) which i put in to the SEM model using the "insert observed variable" rectangle. But i also have some other "constructs" (latent variables), which result through CFA of different items in the questionnaire. The problem is: how should i set up the model:


    Method 1: Should i build factor scores for the innovation capacity (by building factor scores for each of the 9 sub scales and the load those 9 factor-score "variables" into one singe factor) and insert this into the SEM by using the "add observed variable" icon OR...

    Method 2: Should i insert the single items that "build" the latent variables e.g. innovation capacity with the "add observed variable" icon and then draw single paths to the latent variable icon (circle)?

    The reason i ask this is, when i use method 2, the gof measures are way worse than using method 1. I'm just wondering if method one is a valid way of doing this analysis.

    Hope you can help me out, thank you very much in advance!


  • #2
    You didn't get a quick answer. You'll increase your chances of a helpful answer by following the FAQ on asking questions - provide Stata code in code delimiters, readable Stata output, and sample data using dataex. Being able to replicate your problem makes it easier for us to help you. We normally work with code - your description of the problem is hard to understand.

    I'm not an SEM expert, but I see many studies that estimate the measurement model separately of the structural model. Whether this is the correct way to do it, I don't know.

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