论文标题
限制散布在元社区稳定性和持久性中的作用
Role of limiting dispersal on metacommunity stability and persistence
论文作者
论文摘要
分散在元社区的稳定性和同步方面的作用是理论生态学引起极大兴趣的话题。众所周知,分散会促进同步,从而增强了灭绝的可能性和空间异质性,从而有利于人口的持久性。已经做出了几项努力,以了解分布在空间分布的生态界中分散变体的影响。尽管环境变化强烈影响扩散,但受控分散对元社区稳定性及其持久性的影响仍然未知。我们研究了在局部和空间尺度上使用两个斑块猎物冠军元元素限制移民的影响。我们发现,不均匀稳定稳态(异步状态)的扩散在限制捕食者分散时单调减少。然而,在局部规模上,不均匀稳态的传播增加至限制因素的临界值,有利于元社区持久性,然后开始减少随着局部相互作用的不同限制因素的进一步减少。有趣的是,限制猎物分散会促进参数空间大区域中的不均匀稳态,从而增加了在空间和局部尺度下的元社区持久性。此外,我们在整个由大量补丁组成的复杂网络中显示了类似的定性动力学。我们还针对不均匀的稳态推断出各种分叉曲线和稳定性条件,我们认为这与模拟结果非常吻合。因此,我们对限制性扩散作用的发现可以帮助制定生态界的保护措施。
The role of dispersal on the stability and synchrony of a metacommunity is a topic of considerable interest in theoretical ecology. Dispersal is known to promote both synchrony, which enhances the likelihood of extinction, and spatial heterogeneity, which favors the persistence of the population. Several efforts have been made to understand the effect of diverse variants of dispersal in the spatially distributed ecological community. Despite the environmental change strongly affect the dispersal, the effects of controlled dispersal on the metacommunity stability and their persistence remain unknown. We study the influence of limiting the immigration using two patch prey-predator metacommunity at both local and spatial scales. We find that the spread of the inhomogeneous stable steady states (asynchronous states) decreases monotonically upon limiting the predator dispersal. Nevertheless, at the local scale, the spread of the inhomogeneous steady states increases up to a critical value of the limiting factor, favoring the metacommunity persistence, and then starts decreasing for further decrease in the limiting factor with varying local interaction. Interestingly, limiting the prey dispersal promotes inhomogeneous steady states in a large region of the parameter space, thereby increasing the metacommunity persistence both at spatial and local scales. Further, we show similar qualitative dynamics in an entire class of complex networks consisting of a large number of patches. We also deduce various bifurcation curves and stability condition for the inhomogeneous steady states, which we find to agree well with the simulation results. Thus, our findings on the effect of the limiting dispersal can help to develop conservation measures for ecological community.