
We investigate a mutualistic metacommunity where the strength of the mutualistic interaction between species is measured by the extent to which the presence of one species on a patch either reduces the extinction rate of the others present on the same patch or increases their ability to colonize other patches. In both cases, a strong enough mutualism enables all species to persist at habitat densities where they would all be extinct in the absence of the interaction. However, a mutualistic interaction that enhances colonization enables the species to persist at lower habitat density than one that suppresses extinction. All species abruptly go extinct (catastrophe) when the habitat density is decreased infinitesimally below a critical value. A comparison of the mean field or spatially implicit case with unrestricted dispersal and colonization to all patches in the system with a spatially explicit case where dispersal is restricted to the immediate neighbours of the original patch leads to the intriguing conclusion that restricted dispersal can be favourable for species that have a beneficial effect on each other when habitat conditions are adverse. When the mutualistic interaction is strong enough, the extinction threshold or critical amount of habitat required for the persistence of all species is lower when the dispersal is locally restricted than when unrestricted ! The persistence advantage for all species created by the mutualistic interaction increases substantially with the number of species in the metacommunity, as does the advantage for restricted dispersal over global dispersal.
Population Density, 570, Spatially implicit, Patch models, Ecology, Mutualistic, Population Dynamics, Metapopulation dynamics, 500, Environment, Adaptation, Physiological, Models, Biological, Spatially explicit, Lattice models, Animals, Ordinary differential equations model, Ecosystem
Population Density, 570, Spatially implicit, Patch models, Ecology, Mutualistic, Population Dynamics, Metapopulation dynamics, 500, Environment, Adaptation, Physiological, Models, Biological, Spatially explicit, Lattice models, Animals, Ordinary differential equations model, Ecosystem
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