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物种在多变世界中的共存。

Species coexistence in a variable world.

机构信息

Département de biologie, chimie et géographique, Université du Québec à Rimouski, 300 Allée des Ursulines, Québec, Canada G5L 3A1.

出版信息

Ecol Lett. 2011 Aug;14(8):828-39. doi: 10.1111/j.1461-0248.2011.01643.x. Epub 2011 Jun 20.

Abstract

The contribution of deterministic and stochastic processes to species coexistence is widely debated. With the introduction of powerful statistical techniques, we can now better characterise different sources of uncertainty when quantifying niche differentiation. The theoretical literature on the effect of stochasticity on coexistence, however, is often ignored by field ecologists because of its technical nature and difficulties in its application. In this review, we examine how different sources of variability in population dynamics contribute to coexistence. Unfortunately, few general rules emerge among the different models that have been studied to date. Nonetheless, we believe that a greater understanding is possible, based on the integration of coexistence and population extinction risk theories. There are two conditions for coexistence in the presence of environmental and demographic variability: (1) the average per capita growth rates of all coexisting species must be positive when at low densities, and (2) these growth rates must be strong enough to overcome negative random events potentially pushing densities to extinction. We propose that critical tests for species coexistence must account for niche differentiation arising from this variability and should be based explicitly on notions of stability and ecological drift.

摘要

确定性和随机性过程对物种共存的贡献存在广泛争议。随着强大统计技术的引入,我们现在可以更好地描述在量化生态位分化时不同来源的不确定性。然而,由于理论的技术性和应用的困难,群落生态学领域的生态学家往往忽略了关于随机性对共存影响的理论文献。在这篇综述中,我们研究了种群动态中不同来源的可变性如何促进共存。不幸的是,在迄今为止研究过的不同模型中,很少有普遍的规律出现。尽管如此,我们相信,基于共存和种群灭绝风险理论的整合,可以获得更好的理解。在存在环境和人口统计学可变性的情况下共存有两个条件:(1)当密度较低时,所有共存物种的平均个体增长率必须为正,(2)这些增长率必须足够强,以克服可能将密度推向灭绝的负面随机事件。我们提出,物种共存的关键测试必须考虑到这种变异性引起的生态位分化,并且应该明确基于稳定性和生态漂移的概念。

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