Result interpretation in vignette6 #118
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Hi.. vignettte6 gives an interesting study about predictor variables to multivariate community data. how we can interpret the result in Thanks. |
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Replies: 5 comments
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Thanks for posting you question! In general, I would be cautious with inferring on the effect of predictor slopes for specific latent variables. In the example, the slopes for soil dry mass are both positive. In this case, I might interpret that as indicator of a positive relation between spider abundance and soil dry mass, though I am not an expert on spiders nor on soil dry mass! Soil dry mass reflects the organic matter content of soils, and is not a reflection of moisture content. It might, however, be an indicator of how productive a soil is. Similarly with fallen leaves, but now we have a predictor that might reflect a measure of cover for hunting spiders. The slope is negative on both latent variables, so that there the model seems to indicate that there is a negative relationship between hunting spider abundance and places with cover? That does seem rather unintuitive, but I'm not a spider expert! If you are interested in species-specific effects, those can (for a linear response model as is the case here) be retrieved as I hope that answers your question. |
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Thanks for your great explanations. I think the inference from ordiplot was more favorable. But, when I use my dataset, is it any explanation for why the result always changes if I rerun the analysis? is it because I set inappropriate |
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Unlike in classical constrained ordination methods, the algorithm used here is sensitive to the initial values. In case you know non-metric multidimensional scaling, think of it like that: you will have to re-run the analysis to find an optimal solution. Jenni has written a paper on this, but there are some instructions in the vignettes and help pages too. Once you have found an optimal solution (use e.g. the You can add a legend to your ordination plot by using the |
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Details on the method are available in our preprint: https://t.co/XgW6qTR81w?amp=1. |
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Great. thanks for sharing the preprint and explanations. |
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Thanks for posting you question!
In general, I would be cautious with inferring on the effect of predictor slopes for specific latent variables.
In the example, the slopes for soil dry mass are both positive. In this case, I might interpret that as indicator of a positive relation between spider abundance and soil dry mass, though I am not an expert on spiders nor on soil dry mass! Soil dry mass reflects the organic matter content of soils, and is not a reflection of moisture content. It might, however, be an indicator of how productive a soil is.
Similarly with fallen leaves, but now we have a predictor that might reflect a measure of cover for hunting spiders. The slope is negative on b…