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扩散与集合种群稳定性

Dispersal and metapopulation stability.

作者信息

Wang Shaopeng, Haegeman Bart, Loreau Michel

机构信息

Centre for Biodiversity Theory and Modelling, Station d'Ecologie Expérimentale du CNRS , Moulis , France.

出版信息

PeerJ. 2015 Oct 1;3:e1295. doi: 10.7717/peerj.1295. eCollection 2015.

Abstract

Metapopulation dynamics are jointly regulated by local and spatial factors. These factors may affect the dynamics of local populations and of the entire metapopulation differently. Previous studies have shown that dispersal can stabilize local populations; however, as dispersal also tends to increase spatial synchrony, its net effect on metapopulation stability has been controversial. Here we present a simple metapopulation model to study how dispersal, in interaction with other spatial and local processes, affects the temporal variability of metapopulations in a stochastic environment. Our results show that in homogeneous metapopulations, the local stabilizing and spatial synchronizing effects of dispersal cancel each other out, such that dispersal has no effect on metapopulation variability. This result is robust to moderate heterogeneities in local and spatial parameters. When local and spatial dynamics exhibit high heterogeneities, however, dispersal can either stabilize or destabilize metapopulation dynamics through various mechanisms. Our findings have important theoretical and practical implications. We show that dispersal functions as a form of spatial intraspecific mutualism in metapopulation dynamics and that its effect on metapopulation stability is opposite to that of interspecific competition on local community stability. Our results also suggest that conservation corridors should be designed with appreciation of spatial heterogeneities in population dynamics in order to maximize metapopulation stability.

摘要

集合种群动态受到局部和空间因素的共同调控。这些因素对局部种群和整个集合种群动态的影响可能不同。以往研究表明,扩散可使局部种群稳定;然而,由于扩散也往往会增加空间同步性,其对集合种群稳定性的净效应一直存在争议。在此,我们提出一个简单的集合种群模型,以研究扩散如何与其他空间和局部过程相互作用,从而在随机环境中影响集合种群的时间变异性。我们的结果表明,在均匀的集合种群中,扩散的局部稳定效应和空间同步效应相互抵消,因此扩散对集合种群变异性没有影响。这一结果对于局部和空间参数的适度异质性具有稳健性。然而,当局部和空间动态表现出高度异质性时,扩散可通过各种机制使集合种群动态稳定或不稳定。我们的研究结果具有重要的理论和实际意义。我们表明,在集合种群动态中,扩散起到了一种空间种内互利共生的作用,并且其对集合种群稳定性的影响与种间竞争对局部群落稳定性的影响相反。我们的结果还表明,设计保护廊道时应考虑种群动态中的空间异质性,以实现集合种群稳定性的最大化。

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