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A nonparametric estimator of species overlap.

机译:物种重叠的非参数估计量。

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摘要

For two communities, species overlap has been defined by Smith, Solow, and Preston (1996, Biometrics 52, 1472-1477) as the probability that a randomly selected species is present in both communities given that it is present in at least one community. Species overlap can thus be used to describe the similarity of two communities. In contrast with the parametric estimator of Smith et al., we propose a nonparametric maximum likelihood estimator (NPMLE). We prove that the NPMLE is consistent and asymptotically normally distributed and show that computation of the NPMLE and its standard error is straightforward. We also compare the NPMLE and the estimator of Smith et al. for a variety of situations.
机译:对于两个群落,Smith,Solow和Preston(1996,Biometrics 52,1472-1477)已将物种重叠定义为在至少一个群落中存在随机选择的物种同时存在于两个群落中的概率。物种重叠因此可以用来描述两个群落的相似性。与Smith等人的参数估计器相比,我们提出了一种非参数最大似然估计器(NPMLE)。我们证明NPMLE是一致的并且渐近正态分布,并证明NPMLE及其标准误差的计算很简单。我们还比较了NPMLE和Smith等人的估计量。适用于各种情况。

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