At 08:57 PM 4/7/02 +0000, Tristan Miller wrote:
>Greetings.
>
>On Sun, 7 Apr 2002, Glen Barnett wrote:
> > Assuming you *can* take average student abilities across classes as equal
>
>Who said that we are sampling across classes?  I was thinking of the case
>where the assignments from a single large class are randomly divided among
>several graders for marking, and one of the graders is an outlier.

say ... you have (just as an example) 50 examinees ... each turning in an 
assignment ... and, randomly assigning them to 5 graders ... 10 assignments 
each ... right?

how will you know for sure IF a grader is aberrant? ... an outlier? ... 
surely, across the graders, there will be mean differences in their 
gradings ... so, how much is now "defined" as too much?

if we make some assumption that IF this person is aberrant ...that is a 
random aberration ... then some linear adjustment might be called for or 
justified but, if that is not the case ... some peculiar way in which this 
grader rates things ... either very high or low ... if he/she does it in 
some strange way DEPENDING on the specific content said by the examinees 
... then i don't see that such an across the board adjustment can be justified




> > there are a variety of ways you might match mean and s.d.,

matching by mean and sd ... does not solve the potential problem that the 
ORDERings of the examinees may be different FOR that set of examinee papers 
COMPARED to how other graders might have rated these assignments ...

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