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A comparison of species diversity estimators

机译:物种多样性估计量的比较

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摘要

Although having been much criticized, diversity indices are still widely used in animal and plant ecology to evaluate, survey, and conserve ecosystems. It is possible to quantify biodiversity by using estimators for which statistical characteristics and performance are, as yet, poorly defined. In the present study, four of the most frequently used diversity indices were compared: the Shannon index, the Simpson index, the Camargo eveness index, and the Pielou regularity index. Comparisons were performed by simulating the Zipf-Mandelbrot parametric model and estimating three statistics of these indices, i.e., the relative bias, the coefficient of variation, and the relative root-mean-squared error. Analysis of variance was used to determine which of the factors contributed most to the observed variation in the four diversity estimators: abundance distribution model or sample size. The results have revealed that the Camargo eveness index tends to demonstrate a high bias and a large relative root-mean-squared error whereas the Simpson index is least biased and the Shannon index shows a smaller relative root-mean-squared error, regardless of the abundance distribution model used and even when sample size is small. Shannon and Pielou estimators are sensitive to changes in species abundance pattern and present a nonnegligible bias for small sample sizes (<1000 individuals).
机译:尽管备受批评,多样性指数仍广泛用于动植物生态学中,以评估,调查和保护生态系统。通过使用尚未明确定义统计特征和性能的估算器,可以量化生物多样性。在本研究中,比较了四个最常用的多样性指数:Shannon指数,Simpson指数,Camargo均匀度指数和Pielou正则性指数。通过模拟Zipf-Mandelbrot参数模型并估计这些指标的三个统计量(即相对偏差,变异系数和相对均方根误差)进行比较。使用方差分析来确定哪些因素对四种多样性估计量(丰度分布模型或样本大小)中观察到的变化影响最大。结果表明,Camargo均匀度指数倾向于表现出较高的偏差和较大的相对均方根误差,而Simpson指数的偏差最小,而Shannon指数的相对均方根误差较小。甚至当样本量较小时,也会使用丰度分布模型。 Shannon和Pielou估计量对物种丰度模式的变化很敏感,并且对于小样本量(<1000个人)而言,存在不可忽略的偏差。

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