2006
DOI: 10.1111/j.2006.0030-1299.14625.x
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Accumulation of local pathogens: a new hypothesis to explain exotic plant invasions

Abstract: Recent studies have concluded that release from native soil pathogens may explain invasion of exotic plant species. However, release from soil enemies does not explain all plant invasions. The invasion of Ammophila arenaria (marram grass or European beach grass) in California provides an illustrative example for which the enemy release hypothesis has been refuted. To explore the possible role of plant Á soil community interactions in this invasion, we developed a mathematical model. First, we analyzed the role… Show more

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Cited by 233 publications
(232 citation statements)
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“…Our findings suggest a possible invasion mechanism related to the ability to modify bacterial communities. This mechanism would agree with the theory of accumulation of local pathogens, according to which plants are able to accumulate pathogens in their rhizospheres by amplifying a subset of the bacterial communities (Eppinga et al 2006;Mangla et al 2008). The accumulation of pathogens is thought to be more noxious for neighbouring plants than for the exotic plant itself, which gives it a competitive advantage in the community.…”
Section: Discussionsupporting
confidence: 70%
“…Our findings suggest a possible invasion mechanism related to the ability to modify bacterial communities. This mechanism would agree with the theory of accumulation of local pathogens, according to which plants are able to accumulate pathogens in their rhizospheres by amplifying a subset of the bacterial communities (Eppinga et al 2006;Mangla et al 2008). The accumulation of pathogens is thought to be more noxious for neighbouring plants than for the exotic plant itself, which gives it a competitive advantage in the community.…”
Section: Discussionsupporting
confidence: 70%
“…2). Modeling competition through modification of biotic or abiotic habitat components requires a different approach than the standard competition model (e.g., Eppinga et al 2006). In the standard Lotka-Volterra approach, the relative loss rate (i.e., the damage that is exerted by 1 unit of biomass of the competitor) is modeled as a linearly increasing function of biomass (Fig.4a).…”
Section: In the Following We Investigate How This Extension Affects mentioning
confidence: 99%
“…B for details). Subsequently, we tested the sensitivity and robustness of the model results by performing an elasticity analysis (e.g., Hartemink et al 2008) and by identifying the sensitivity range (Eppinga et al 2006) of the model parameters. These analyses are presented in online appendix D. Finally, we compared the spatial scale of the modeled patterns with field observations of patterned peatlands from previous studies (presented in online app.…”
Section: Model Analysesmentioning
confidence: 99%