I'm not aware of any routine that those the job, although I think that
it could be relatively easily done by multiplication the manifest
variable vector with the estimates for the specific effect.
To make an example:
v1; v2; v3; v4 are manifest variables that loads on one y latent
variablein
Dear Marko,
I can't quite tell whether this is an original question (as suggested by no
Re: in the subject field and no text from an earlier message) or an answer to
a question already posed (as suggested by the phrasing of the message); if the
latter, I apologize for missing the original
Dear Joris,
thanks for your reply - it is the sem case which interests me. Suppose
for example I use sem to construct a CFA for a set of variables, with
a single latent variable, then this could be equivalent to a PCA with
a single component, couldn't it? From the PCA I could save the
scores as
I should have specified: lavaan is not familiar to me. I'm also not
familiar enough with the sem package to tell you how to obtain the
scores, but all information regarding the fit is in the object. With
that, it shouldn't be too difficult to get the scores you want. This
paper might give you some
Dear Joris,
thanks again for these very useful insights.
Your point about PCA, sem, FA is clear to me now.
And I understand what you say about it not being the point of sem to
make corrections in a model and then try to save the scores for
another analysis. But still I am wondering what would
Dear expeRts,
sorry for such a newbie question -
in PCA/factor analysis e.g. in SPSS it is possible to save scores from
the factors. Is it analogously possible to save the implied scores
from the latent variables in a measurement model or structural model
e.g. using the sem or lavaan
PCA and factor analysis is implemented in the core R distribution, no
extra packages needed. When using princomp, they're in the object.
pr.c - princomp(USArrests,scale=T)
pr.c$scores # gives you the scores
see ?princomp
When using factanal, you can ask for regression scores or Bartlett
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