Rich Ulrich <[EMAIL PROTECTED]> wrote in message news:<[EMAIL PROTECTED]>...
> On 14 Sep 2003 14:57:43 -0700, [EMAIL PROTECTED] (Bastian) wrote:
> 
> > does it make any sense to do a factor analysis when there are lots of
> > missing values (i.e. 320 from 378 values)? 
> 
> It sounds as if you have a per-item response rate of less than 20%.
> 
That's right.

> And it sounds as if you want to do a factor analysis on 58 scores, 
> split among some unstated number of variables and number of 
> individuals.  I hope that is not right.  But that is how I read it.
> Technically, that could be done if there were complete cases,
> but I imagine that you should be able to derive a better 
> data reduction from examining the available scatter-charts
> or cross-tabulations.
> 
The factor analysis comprises 58 variables and there are 11 variables
with the problem of too less data (as already said about 320 of 378
values are missing). Nevertheless I don't want to omit these variables
completely...

> But you don't provide enough information, anyway.  
> Why are they missing?  Is it missing-at-random?
> If not, your best hope of making progress might be 
> an analysis of missing  versus non-missing.
> 
Unfortunately the values are missing because the value haven't been
risen in some of the evaluations.

> > After doing the principal
> > component analysis I want to use the factors for a regression analysis
> > and I assume it is not very useful to mix-up the variables with lots
> > of missing values with my "correct" data without missing values.
> > Should I omit the variables? Is there any "rule of thumb" or something
> > else to pay attention?
> 
> If a variable is not there, you cannot predict from its score.
> Do you have hopes that it will be present, in the future?
> 
> Can you predict from "Missing, Yes versus No?"
> 
> Hope this helps.

Thank you very much for your constructive help.

Bastian
.
.
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