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Dispersion in time and space affect mating success and Allee effects in invading gypsy moth populations
Authors:Robinet C  Lance D R  Thorpe K W  Onufrieva K S  Tobin P C  Liebhold A M
Affiliation:INRA, UR633 Zoologie Forestière, F-45166 Olivet, France;;Forest Service, US Department of Agriculture, Northern Research Station, 180 Canfield Street, Morgantown, West Virginia 26505, USA;;Pest Survey Detection and Exclusion Laboratory, Animal and Plant Health Inspection Service, US Department of Agriculture, Bldg 1398, Otis ANGB, MA 02542, USA;;(retired) Insect Biocontrol Laboratory, Agricultural Research Service, US Department of Agriculture, Center Road, Bldg 306 BARC-East, Beltsville, MD 20705, USA;and;Department of Entomology, Virginia Tech, Blacksburg, VA 24061, USA
Abstract:1. Understanding why invading populations sometimes fail to establish is of considerable relevance to the development of strategies for managing biological invasions. 2. Newly arriving populations tend to be sparse and are often influenced by Allee effects. Mating failure is a typical cause of Allee effects in low-density insect populations, and dispersion of individuals in space and time can exacerbate mate-location failure in invading populations. 3. Here we evaluate the relative importance of dispersal and sexual asynchrony as contributors to Allee effects in invading populations by adopting as a case study the gypsy moth (Lymantria dispar L.), an important insect defoliator for which considerable demographic information is available. 4. We used release-recapture experiments to parameterize a model that describes probabilities that males locate females along various spatial and temporal offsets between male and female adult emergence. 5. Based on these experimental results, we developed a generalized model of mating success that demonstrates the existence of an Allee threshold, below which introduced gypsy moth populations are likely to go extinct without any management intervention.
Keywords:expanding populations    isolated colonies    Lymantria dispar    protandry    stochastic diffusion model
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