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A PLS Regression Framework for Spatially-dense Geometric Morphometrics to Analyze Effects on Shape and Shape Characteristics: Applied to the Study of Genomic Ancestry and Sex on Facial Morphology

机译:对空间密集的几何形态学测定学的PLS回归框架分析对形状和形状特征的影响:应用于基因组血统和性别对面部形态的研究

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Shape-regression is an important technique in geometric morphometrics for investigating the effects of various independent variables on biological morphology represented using landmark configurations (dependent variables). Spatially-dense (in contrast to the traditional sparse) landmark configurations, typically cover the complete shape with thousands of landmarks such that salient features of the shape are not overlooked. Furthermore, as proposed in this chapter, spatially-dense configurations allow for the computation and representation of shape variation in terms of local shape characteristics such as curvature, area, and normal displacement. One challenge in using spatially-dense data is the large number of correlated dependent variables in comparison to the number of observations, leading to model instability when using an ordinary least squares regression. This problem has been addressed by using the more advanced technique of partial least squares regression (PLSR), which uses the correlation between the dependent variables for model stabilization, and have investigated genomic ancestry and sex in relation to 3D facial morphology. Briefly, the effect on facial morphology with respect to a particular landmark is measured as the magnitude or Euclidean distance of its displacement in 3D space. The effect-size or strength of the relationship is reported as the variance explained by the PLSR model. Statistical significance is tested under permutation for multivariate regressions. While the effect and effect-size provide insight into which parts of the face are being affected it fails to summarize and convey how facial characteristics are changing. Therefore, the PLS regression framework has been expanded to analyze local effects on normal displacement, curvature, and area. The results are in agreement with general expectations for differences in facial shape due to sex and genomic ancestry. The incorporation of normal displacement, curvature, and area provide additional and valuable biological insight and feedback of the effects on facial morphology due to sex and genomic ancestry.
机译:形状回归是用于研究生物形态的各种独立变量的影响几何形态测量的重要技术使用界标配置(因变量)表示。空间密集(对比于传统的稀疏)的地标配置,典型地覆盖数千地标的完整形状,使得形状不被忽视的显着特征。此外,如本章节中所提出的,空间密集配置允许在局部形状特征,例如曲率,面积,和正常位移方面的计算和形状变化的表示。在使用空间密集数据的一个挑战是大量相比,观测值的数目相关因变量,使用通常的最小二乘法回归时导致模型不稳定。这个问题已经解决,通过使用偏最小二乘回归的更先进的技术(PLSR),其使用用于模型稳定化因变量之间的相关性,并且已经研究了基因组祖先和性别相对于3D面部形态。简要地说,在面部形貌相对于一个特定的界标效果作为其在三维空间中的位移的幅度或欧几里德距离测量。作为方差由PLSR模型解释的效果尺寸或关系的强度报告。统计意义下置换测试多元回归。虽然效果和作用大小的洞察其脸的组成部分都受到影响失败总结和传达怎样的面部特征正在发生变化。因此,PLS回归框架已扩大到分析正常位移,曲率和地区的当地影响。该结果与在面部形状由于性别和基因血统的差异普遍预期一致。正常位移,曲率和面积的结合提供额外的和有价值的生物洞察和对面部形态,由于性别和基因血统的效果反馈。

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