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Regression based principal component analysis for sparse functional data with applications to screening growth paths

机译:基于回归的稀疏功能数据主成分分析   应用于筛选增长路径

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摘要

Growth charts are widely used in pediatric care for assessing childhood bodysize measurements (e.g., height or weight). The existing growth charts screenone body size at a single given age. However, when a child has multiplemeasures over time and exhibits a growth path, how to assess those measuresjointly in a rigorous and quantitative way remains largely undeveloped in theliterature. In this paper, we develop a new method to construct growth chartsfor growth paths. A new estimation algorithm using alternating regressions isdeveloped to obtain principal component representations of growth paths (sparsefunctional data). The new algorithm does not rely on strong distributionassumptions and is computationally robust and easily incorporates subject levelcovariates, such as parental information. Simulation studies are conducted toinvestigate the performance of our proposed method, including comparisons toexisting methods. When the proposed method is applied to monitor the pubertygrowth among a group of Finnish teens, it yields interesting insights.
机译:生长图广泛用于儿科护理中,以评估儿童的体型测量值(例如身高或体重)。现有的成长曲线图会筛选单个给定年龄的体重。然而,当一个孩子随着时间的流逝而采取多种措施并且表现出成长的道路时,如何在严谨和定量的方式联合评估这些措施在文学上仍然远远不够。在本文中,我们开发了一种新的方法来构造增长路径的增长图。开发了一种使用交替回归的新估计算法,以获取增长路径的主成分表示(稀疏函数数据)。新算法不依赖于强分布假设,并且计算鲁棒性强,并且易于合并主题级别的协变量,例如父母信息。进行仿真研究以研究我们提出的方法的性能,包括与现有方法的比较。当所提出的方法用于监测一群芬兰青少年中的青春期生长时,它会产生有趣的见解。

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  • 作者

    Zhang, Wenfei; Wei, Ying;

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  • 年度 2015
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