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Leaf Morphology, Taxonomy and Geometric Morphometrics: A Simplified Protocol for Beginners

机译:叶子形态,分类学和几何形态计量学:面向初学者的简化协议

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摘要

Taxonomy relies greatly on morphology to discriminate groups. Computerized geometric morphometric methods for quantitative shape analysis measure, test and visualize differences in form in a highly effective, reproducible, accurate and statistically powerful way. Plant leaves are commonly used in taxonomic analyses and are particularly suitable to landmark based geometric morphometrics. However, botanists do not yet seem to have taken advantage of this set of methods in their studies as much as zoologists have done. Using free software and an example dataset from two geographical populations of sessile oak leaves, we describe in detailed but simple terms how to: a) compute size and shape variables using Procrustes methods; b) test measurement error and the main levels of variation (population and trees) using a hierachical design; c) estimate the accuracy of group discrimination; d) repeat this estimate after controlling for the effect of size differences on shape (i.e., allometry). Measurement error was completely negligible; individual variation in leaf morphology was large and differences between trees were generally bigger than within trees; differences between the two geographic populations were small in both size and shape; despite a weak allometric trend, controlling for the effect of size on shape slighly increased discrimination accuracy. Procrustes based methods for the analysis of landmarks were highly efficient in measuring the hierarchical structure of differences in leaves and in revealing very small-scale variation. In taxonomy and many other fields of botany and biology, the application of geometric morphometrics contributes to increase scientific rigour in the description of important aspects of the phenotypic dimension of biodiversity. Easy to follow but detailed step by step example studies can promote a more extensive use of these numerical methods, as they provide an introduction to the discipline which, for many biologists, is less intimidating than the often inaccessible specialistic literature.
机译:分类学在很大程度上依赖于形态学来区分群体。用于定量形状分析的计算机几何形态计量学方法可以高效,可重现,准确且在统计上有效的方式测量,测试和可视化形式上的差异。植物叶片通常用于分类学分析,特别适合基于地标的几何形态计量学。但是,植物学家似乎还没有像动物学家那样充分利用这套方法。我们使用免费软件和来自两个地理区域的无柄橡树叶的示例数据集,详细而简单地描述了如何:a)使用Procrustes方法计算尺寸和形状变量; b)使用分层设计来测试测量误差和主要变化水平(种群和树木); c)估计群体歧视的准确性; d)在控制尺寸差异对形状的影响(即异速测量法)之后,重复此估计。测量误差完全可以忽略不计;叶片形态的个体差异很大,树木之间的差异通常大于树木内部;两种地理种群之间的差异在大小和形状上均很小。尽管存在短时的倾斜趋势,但控制尺寸对形状的影响会明显提高识别精度。基于前壳的地标分析方法在测量叶片差异的层次结构和揭示非常小的尺度变化方面非常有效。在分类学以及植物学和生物学的许多其他领域,几何形态计量学的应用有助于在描述生物多样性表型维度的重要方面时提高科学严谨性。易于遵循但详细的分步示例研究可以促进这些数值方法的更广泛使用,因为它们为该学科提供了入门,对许多生物学家而言,这比通常难以获得的专业文献要少。

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