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Reid’s Paradox Revisited: The Evolution of Dispersal Kernels during Range Expansion
Benjamin L. Phillips, Gregory P. Brown, Justin M. J. Travis and Richard Shine
The American Naturalist
Vol. 172, No. S1, Genetics of Colonizing SpeciesA Symposium Organized by Trevor D. Price (July 2008), pp. S34-S48
Stable URL: http://www.jstor.org/stable/10.1086/588255
Page Count: 15
You can always find the topics here!Topics: Toads, Parametric models, Evolution, Modeling, Dynamic range, Spatial models, Population growth rate, Population growth, Population distributions, Simulations
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Abstract: Current approaches to modeling range advance assume that the distribution describing dispersal distances in the population (the “dispersal kernel”) is a static entity. We argue here that dispersal kernels are in fact highly dynamic during periods of range advance because density effects and spatial assortment by dispersal ability (“spatial selection”) drive the evolution of increased dispersal on the expanding front. Using a spatially explicit individual‐based model, we demonstrate this effect under a wide variety of population growth rates and dispersal costs. We then test the possibility of an evolved shift in dispersal kernels by measuring dispersal rates in individual cane toads (Bufo marinus) from invasive populations in Australia (historically, toads advanced their range at 10 km/year, but now they achieve >55 km/year in the northern part of their range). Under a common‐garden design, we found a steady increase in dispersal tendency with distance from the invasion origin. Dispersal kernels on the invading front were less kurtotic and less skewed than those from origin populations. Thus, toads have increased their rate of range expansion partly through increased dispersal on the expanding front. For accurate long‐range forecasts of range advance, we need to take into account the potential for dispersal kernels to be evolutionarily dynamic.
© 2008 by The University of Chicago.