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Use of confidence radii to visualise significant differences in principal components analysis: Application to mammal assemblages at locations with different disturbance levels

机译:使用置信半径可视化主要成分分析中的显着差异:在干扰水平不同的位置应用于哺乳动物集合体

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摘要

Multivariate statistical analysis is a powerful method of examining complex datasets, such as species assemblages, that does not suffer from the oversimplification prevalent in many univariate analyses. However, identifying whether data points on a multivariate plot are clustered is subjective, as there is no determination of significant differences between the points and no indication of the level of confidence in those points. The validity of drawing such conclusions may therefore be considered suspect. This paper describes a method of bootstrapping calculated principal components to estimate a confidence radius, similar to confidence intervals in univariate techniques. Plotting 3D scatterplots of the principal components, with the size of the spherical point representative of the level of confidence of the estimate, gives a clear and visual indication of significant difference between the points — where the spheres overlap there is no significant difference. We apply the technique to mammal assemblages at sites in Epping Forest (Essex, UK) that differ in the level of disturbance present and find that differences between some sites that appear large using traditional principal components analysis are actually not significantly different at the 95% confidence level, while other sites do differ significantly. Sites that differ most in anthropogenic disturbance are not significantly different in terms of assemblage structure.
机译:多元统计分析是一种检查复杂数据集(例如物种组合)的强大方法,它不会遭受许多单变量分析中普遍存在的过分简化的困扰。但是,确定多变量图上的数据点是否聚类是主观的,因为无法确定这些点之间的显着差异,也无法表明这些点的置信度。因此,得出这样结论的有效性可能被怀疑。本文介绍了一种自举计算主成分以估计置信半径的方法,类似于单变量技术中的置信区间。绘制3D主成分散点图,用球形点的大小表示估计的置信度,可以清晰,直观地指示点之间的显着差异-球体重叠时没有显着差异。我们将该技术应用于埃平森林(Essex,UK)处干扰水平不同的哺乳动物集合体,发现使用传统主成分分析显示较大的一些站点之间的差异在95%置信度下实际上并没有显着差异级别,而其他站点确实有很大差异。在人为干扰方面差异最大的部位在组合结构方面没有显着差异。

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