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Modeling body height in prehistory using a spatio-temporal Bayesian errors-in variables model

机译:使用时空贝叶斯误差输入变量模型对史前身体高度进行建模

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摘要

Body height is commonly employed as a proxy variable for living standards among human populations. In the following, the human standard of living in prehistory will be examined using body height as reconstructed through long bone lengths. The aim of this paper is to model the spatial dispersion of body height over the course of time for a large archeological long bone dataset. A major difficulty in the analysis is the fact that some variables in the data are measured with uncertainty, like the date, the sex and the individual age of the available skeletons. As the measurement error processes are known in this study, it is possible to correct this using so-called errors-in-variables models. Motivated by this dataset, a Bayesian additive mixed model with errors-in-variables is proposed, which fits a global spatio-temporal trend using a tensor product spline approach, a local random effect for the archeological sites and corrects for mismeasurement and misclassification of covariates. In application to the data, the model reveals long-term spatial trends in prehistoric living standards.
机译:身高通常被用作人类生活水平的代表变量。在下文中,将使用通过长骨头重建的身高检查史前人类的生活水平。本文的目的是对大型考古学长骨数据集随时间变化的身高空间分布建模。分析中的主要困难在于,数据中的某些变量不确定地测量,例如日期,性别和可用骨骼的个体年龄。由于这项研究中已知测量误差过程,因此有可能使用所谓的变量误差模型进行校正。以此数据集为动力,提出了具有变量误差的贝叶斯加性混合模型,该模型使用张量积样条曲线方法拟合全局时空趋势,对考古遗址具有局部随机效应,并校正了协变量的错误计量和错误分类。 。在应用于数据时,该模型揭示了史前生活水平的长期空间趋势。

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