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Cochran-Mantel-Haenszel test

Bert is correct that this is a statistics questions, but I'll throw in
my 2 cents anyway. The CMH test is formulated for count data and makes
certain assumptions on the distribution of the observed values. Since
you don't have count data (your data are not integer), chances are
that the assumptions of the CMH test are not satisfied and you will
get incorrect p-values. Without knowing a bit more how the satellite
behaves (or, in statistical terms, what is the distribution of the
depths and whether it can be approximated by one of the standard
distributions used in statistics) it is, to the best of my knowledge,
impossible to do a meaningful statistical test of the differences you
want to study.

At the very least, instead of producing a summary table of the overall
time the satellite spends at each depth, you should start with the raw
data. That way you can obtain some measure of how variable the
percentage of time spent at each depth is and whether there is some
dependence (if the satellite is at depth 0 at time t, it may be more
likely to be at depth 0 or near 0 at time t+1, right?).

Peter
On Tue, Sep 18, 2012 at 3:46 PM, Bert Gunter <gunter.berton at gene.com> wrote: