COS 54-2 - Assessing interactions among species in high richness communities using Diversity-Interaction modelling combined with random effects

Wednesday, August 10, 2011: 8:20 AM
5, Austin Convention Center
Aine Dooley, Mathematics and Statistics, National University of Ireland, Maynooth., Ireland, Caroline Brophy, Department of Mathematics & Statistics, Maynooth University, Co Kildare, Ireland, John Connolly, Environmental & Ecological Modelling Group, UCD School of Mathematics and Statistics, University College Dublin, Dublin 4, Ireland, Laura Kirwan, Dept of Chemical and Life Sciences, Waterford Institute of Technology, Waterford, Ireland, Thomas Bell, Department of Zoology, University of Oxford, Oxford, United Kingdom, Alexandra Weigelt, German Centre for Integrative Biodiversity Research (iDiv) Halle-Jena-Leipzig, Leipzig, Germany and Jan Harndorf, Faculty of Organic Agricultural Sciences, Department of Grassland Science and Renewable Plant Resources, University of Kassel, Germany
Background/Question/Methods

It has been well established that increasing biodiversity has a positive effect on many ecosystem functions.  One method for modelling Biodiversity-Ecosystem Function (BEF) is to use Diversity-Interactions (DI) models where the ecosystem function is modelled on the proportion of each species present in the plot (identity effects; βi Pi), overall density and interactions between species proportions (pairwise interactions; δijPiPj ). However a community containing S species leads to S(S-1)/2 pairwise interactions estimates so as the number of species increases it may not be possible to estimate all of the pairwise interactions.  The aim of this work was to develop a more parsimonious DI modelling approach using random effects. We assume a fixed average interaction effect δav­ for all pairwise interactions and that deviations from this, δav­-δij, are randomly distributed. This approach was applied to three datasets, two grassland datasets, containing up to 60 and 9 species per community respectively, and a bacterial community dataset containing up to 72 species per community.

Results/Conclusions

Using goodness of fit tests we found that the random effects models did provide a good fit to the data. We concluded that the random effects model could be a very useful method of analysis for explaining interactions among species in communities with many species.

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