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首页> 外文期刊>The American Naturalist: Devoted to the Conceptual Unification of the Biological Sciences >Analyzing Tropical Forest Tree Species Abundance Distributions Using a Nonneutral Model and through Approximate Bayesian Inference
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Analyzing Tropical Forest Tree Species Abundance Distributions Using a Nonneutral Model and through Approximate Bayesian Inference

机译:使用非中性模型和近似贝叶斯推断分析热带森林树种的丰度分布

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The neutral theory of biodiversity challenges the classical niche-based view of ecological communities, where species attributes and environmental conditions jointly determine community composition. Functional equivalence among species, as assumed by neutral ecological theory, has been recurrently falsified, yet many patterns of tropical tree communities appear consistent with neutral predictions. This may mean that neutral theory is a good first-approximation theory or that species abundance data sets contain too little information to reject neutrality. Here we present a simple test of neutrality based on species abundance distributions in ecological communities. Based on this test, we show that deviations from neutrality are more frequent than previously thought in tropical forest trees, especially at small spatial scales. We then develop a nonneutral model that generalizes Hubbell's dispersal-limited neutral model in a simple way by including one additional parameter of frequency dependence. We also develop a statistical method to infer the parameters of this model from empirical data by approximate Bayesian computation. In more than half of the permanent tree plots, we show that our new model fits the data better than does the neutral model. Finally, we discuss whether observed deviations from neutrality may be interpreted as the signature of environmental filtering on tropical tree species abundance distributions.
机译:中立的生物多样性理论挑战了传统的基于生态位的生态群落观点,物种特征和环境条件共同决定了群落组成。中性生态理论假设,物种之间的功能对等性经常被人为篡改,但是热带树木群落的许多模式似乎与中性预测相一致。这可能意味着中性理论是一个很好的第一近似理论,或者物种丰富度数据集包含的信息太少而无法拒绝中性。在这里,我们基于生态群落中物种的丰富度分布提出了一个简单的中性检验。基于此测试,我们表明,与热带森林树木相比,从中性角度出发的偏差比以前认为的更为频繁,尤其是在较小的空间尺度上。然后,我们开发一个非中性模型,该模型通过包含一个频率依赖性附加参数,以一种简单的方式推广了Hubbell的色散受限中性模型。我们还开发了一种统计方法,可以通过近似贝叶斯计算从经验数据中推断出该模型的参数。在一半以上的永久树图中,我们显示出新模型比中立模型更适合数据。最后,我们讨论是否将观察到的偏离中性的现象解释为热带树木物种丰度分布的环境过滤特征。

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