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Dispersal Dynamics in Food Webs
Carlos J. Melián, Vlastimil Křivan, Florian Altermatt, Petr Starý, Loïc Pellissier and Frederik De Laender
The American Naturalist
Vol. 185, No. 2 (February 2015), pp. 157-168
Stable URL: http://www.jstor.org/stable/10.1086/679505
Page Count: 12
You can always find the topics here!Topics: Modeling, Species, Landscapes, Statistical variance, Simulations, Experimental data, Food webs, Habitats, Trophic levels, Parasitoids
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AbstractStudies of food webs suggest that limited nonrandom dispersal can play an important role in structuring food webs. It is not clear, however, whether density-dependent dispersal fits empirical patterns of food webs better than density-independent dispersal. Here, we study a spatially distributed food web, using a series of population-dispersal models that contrast density-independent and density-dependent dispersal in landscapes where sampled sites are either homogeneously or heterogeneously distributed. These models are fitted to empirical data, allowing us to infer mechanisms that are consistent with the data. Our results show that models with density-dependent dispersal fit the α, β, and γ tritrophic richness observed in empirical data best. Our results also show that density-dependent dispersal leads to a critical distance threshold beyond which site similarity (i.e., β tritrophic richness) starts to decrease much faster. Such a threshold can also be detected in the empirical data. In contrast, models with density-independent dispersal do not predict such a threshold. Moreover, preferential dispersal from more centrally located sites to peripheral sites does not provide a better fit to empirical data when compared with symmetric dispersal between sites. Our results suggest that nonrandom dispersal in heterogeneous landscapes is an important driver that shapes local and regional richness (i.e., α and γ tritrophic richness, respectively) as well as the distance-decay relationship (i.e., β tritrophic richness) in food webs.
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