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Anderson et al (2017: doi: 10.1111/anzs.12176) have proposed a modification to the pseudo F statistic in PERMANOVA that accounts for group heterogeneity.
The modified F is:
and provide an efficient way to get the group dispersions from the projection matrix that forms part of the calculation of F. This should fit nicely with our permutation-based testing.
Anderseon et al (2017) also provide two bootstrap-based testing options which we might explore, but these are of lesser priority.
Thoughts? (I can pass on the paper if you don't have access to it)
The text was updated successfully, but these errors were encountered:
I would really need this modified F as my data have a very unbalanced design and the dispersion is heavily inhomogeneous in different groups. H would be really happy to see this implemented but unfortunately I’m not able to do it.
Anderson et al (2017: doi: 10.1111/anzs.12176) have proposed a modification to the pseudo F statistic in PERMANOVA that accounts for group heterogeneity.
The modified F is:
and provide an efficient way to get the group dispersions from the projection matrix that forms part of the calculation of F. This should fit nicely with our permutation-based testing.
Anderseon et al (2017) also provide two bootstrap-based testing options which we might explore, but these are of lesser priority.
Thoughts? (I can pass on the paper if you don't have access to it)
The text was updated successfully, but these errors were encountered: