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The concepts of bias, precision and accuracy, and their use in testing the performance of species richness estimators, with a literature review of estimator performance

机译:偏差,精度和准确性的概念及其在测试物种丰富度估算器性能中的用途,并对估算器性能进行了文献综述

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The purpose of this review is to clarify the concepts of bias, precision and accuracy as they are commonly defined in the biostatistical literature, with our focus on the use of these concepts in quantitatively testing the performance of point estimators (specifically species richness estimators). We first describe the general concepts underlying bias, precision and accuracy, and then describe a number of commonly used unscaled and scaled performance measures of bias, precision and accuracy (e.g. mean error, variance, standard deviation, mean square error, root mean square error, mean absolute error, and all their scaled counterparts) which may be used to evaluate estimator performance. We also provide mathematical formulas and a worked example for most performance measures. Since every measure of estimator performance should be viewed as suggestive, not prescriptive, we also mention several other performance measures that have been used by biostatisticians or ecologists. We then outline several guidelines of how to test the performance of species richness estimators: the detailed description of data simulation models and resampling schemes, the use of real and simulated data sets on as many different estimators as possible, mathematical expressions for all estimators and performance measures, and the presentation of results for each scaled performance measure in numerical tables with increasing levels of sampling effort. We finish with a literature review of promising new research related to species richness estimation, and summarize the results of 14 studies that compared estimator performance, which confirm that with most data sets, non-parametric estimators (mostly the Chao and jackknife estimators) perform better than other estimators, e.g. curve models or fitting species-abundance distributions.
机译:这篇综述的目的是澄清生物学统计文献中通常定义的偏差,精确度和准确性的概念,我们重点关注这些概念在定量测试点估计量(尤其是物种丰富度估计量)性能方面的用途。我们首先描述偏差,精度和准确度的基本概念,然后描述偏差,精度和准确度的许多常用的非标度和标度性能度量(例如,均值误差,方差,标准差,均方误差,均方根误差) ,平均绝对误差及其所有按比例缩放的对等项),可用于评估估算器效果。我们还为大多数性能指标提供了数学公式和有效的示例。由于应该将评估器性能的每项指标视为提示性指标,而不是说明性指标,因此我们还提到了生物统计学家或生态学家已使用的其他几种绩效指标。然后,我们概述了有关如何测试物种丰富度估算器性能的几项准则:数据模拟模型和重采样方案的详细说明,在尽可能多的不同估算器上使用真实和模拟数据集,所有估算器的数学表达式和性能度量,并随着抽样工作水平的提高,在数字表中显示每个缩放绩效度量的结果。最后,我们对与物种丰富度估算有关的有前途的新研究进行了文献综述,并总结了14个研究的结果,这些研究比较了估算器的性能,这证实了在大多数数据集中,非参数估算器(主要是Chao和折刀估算器)的效果更好比其他估计量,例如曲线模型或拟合物种丰度分布。

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