Cascading extinctions and community collapse in model food webs

被引:209
作者
Dunne, Jennifer A. [1 ,2 ]
Williams, Richard J. [2 ,3 ]
机构
[1] Santa Fe Inst, Santa Fe, NM 87501 USA
[2] Pacific Ecoinformat & Computat Ecol Lab, Berkeley, CA 94703 USA
[3] Microsoft Res Ltd, Cambridge CB3 0FB, England
关键词
food webs; robustness; secondary extinctions; niche model; species richness; connectance; SPECIES LOSS; ECOLOGICAL COMMUNITIES; ECOSYSTEM SERVICES; VIABILITY ANALYSIS; NETWORK STRUCTURE; BIODIVERSITY LOSS; COMPLEX NETWORKS; CLIMATE-CHANGE; BODY-SIZE; STABILITY;
D O I
10.1098/rstb.2008.0219
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
Species loss in ecosystems can lead to secondary extinctions as a result of consumer-resource relationships and other species interactions. We compare levels of secondary extinctions in communities generated by four structural food-web models and a fifth null model in response to sequential primary species removals. We focus on various aspects of food-web structural integrity including robustness, community collapse and threshold periods, and how these features relate to assumptions underlying different models, different species loss sequences and simple measures of diversity and complexity. Hierarchical feeding, a fundamental characteristic of food-web structure, appears to impose a cost in terms of robustness and other aspects of structural integrity. However, exponential-type link distributions, also characteristic of more realistic models, generally confer greater structural robustness than the less skewed link distributions of less realistic models. In most cases for the more realistic models, increased robustness and decreased levels of web collapse are associated with increased diversity, measured as species richness S, and increased complexity, measured as connectance C. These and other results, including a surprising sensitivity of more realistic model food webs to loss of species with few links to other species, are compared with prior work based on empirical food-web data.
引用
收藏
页码:1711 / 1723
页数:13
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