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envfit permutation significance

Well, just because the vector(s) in question don't hit some a priori
specified statistical significance doesn't mean the vector doesn't exist;
we can still plot it.

As for interpretation, the length of the vector is not unusual when
considered against a null distribution of r values generated by
permutation. This doesn't mean the vector is random, just that it is no
more "important" than a vector in ordination space where there was no
relationship between the axis scores and the variable for which the vector
is being tested.

You need to ask yourself whether the permutation test is valid - are you
allowed to permute the things you permuted? - and whether you have
sufficient power to detect an "effect", which usually boils down to having
enough unique permutations to get a "significant" p value.

If you want to restrict the plot to only those vectors that are
"significant", then look at the `p.max` argument in `?plot.envfit

HTH

Gavin
On 10 November 2014 22:08, jsgro <jsgro at jcu.edu> wrote: