John,
Thanks for your reply.
My problem is to separate real changes from changes due to the
variability- imprecission of the assay.
>I haven't seen the term "variation coefficient" used in this context
> before. Does this mean the standard error of the difference, a
> coefficient of variation, or something else?
The coefficient of variation is used as a measure of precission in
many assays. Another terminology is Between-run precision (copied
form Google Books): Is an Index of the ability of
the assay to reproduce the same result on the same sample from run to
run and from day to day. Where samples are routinely run as singlen
determinations the between-run precision is due to a combination of
the errors within and between assays.
My understanding is that CV is the ratio of the standard deviation to
the mean. The coefficient of variation describes the magnitude sample
values and the variation within them. For this particular test
(glucose) the CV is 6%.
> > Would it be correct to consider changes of +/- 6% as "no changes"
> An issue with that is why choose +/- 6%, as opposed to, say, +/- 1.96
> * 5% (1.96 being the critical z value of a confidence interval).
Becasue this is the only information we hae regarding the test-retest
reliability of this measurement. I copy the info I got from the
manufacturer:
Typical performance of the analytical methods
Within Run RSD 4.0 %
Between Run RSD 5.7%
Many thanks for your help
John B.