NMDS axes scores
Conny-- Note that Jari's surface fitting is using ordination scores on the right-hand predictor size of the formula, with some z as the response. If you need something about species composition as your _response_ variable in a linear model (e.g., with time, disturbance type, and treatment as predictors, and perhaps site as a random effect), why not use each stand's dissimilarity/distance from your reference forest sites? The trend line would be compositional distance or dissim v. time, with color/symbols/whatever for different treatments. That would have the advantage of being easily & directly interpretable. [The use-case where that would fail is >>100% turnover so lots of 0 similarities to the reference forests, so step-across or nmds might help put those large distances in order.] You might be able to set up the equivalent to your GLM in adonis to get permutation significance tests. I hope that this helps, or at least gives you a different way to think about your problem, or else is so stupid that Jari gets annoyed and blasts it with a valid solution. Tom 2 ------ Tom Philippi Quantitative Ecologist & Data Therapist National Park Service
On Sun, Jan 17, 2016 at 8:04 PM, Conny <constanze_keye at hotmail.com> wrote:
Thanks a lot for all the helpful responses and info. But I?m actually still not sure how to use both NMDS axes as a response (y) in a regression model - is this even possible?? My overall goal is to model species compositional change over time in a restoration project (is the system getting more similar to the reference forest). I would like to create a trend line here in a graph, rather than just using an ordination plot. I thought about using the fitted values returned by ordisurf(), but as I understood it (please correct me if I?m wrong) it will use my restoration time again as a response and my axes scores as predictors. So the z values will represent fitted age values rather than my sample scores (?) ? so it would make no sense to plot it against my restoration time? I?m sorry if this is getting a bit confusing. Cheers, Conny
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