It basically means that it is a figment of one's
imagination. Technically, a non-identifiable model is not
unique -- the data can be explained as well by other models.
It may be that the authors you cite, were thinking about the
fact that alternative "meaningful" patterns can be obtained
by rotating the factors; although there are more serious
identifiably problems.

Steven Carchon wrote:
> 
> Hello,
> 
> During my statistical reading, I encountered the following : "the
> factor model is generally not identifiable".  What does this mean
> actually and when is a factor model identifiable then ?  What are the
> conditions ?
> 
> Many thanks,
> Steven

-- 
Bob Wheeler --- http://www.bobwheeler.com/
        ECHIP, Inc. 
              Randomness comes in bunches
.
.
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