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基于分位数回归模型的距离分析

Distance-Based Analysis with Quantile Regression Models.

作者信息

Li Shaoyu, Sun Yanqing, Diao Liyang, Wang Xue

机构信息

Department of Mathematics and Statistics, University of North Carolina at Charlotte, Charlotte, NC, USA.

Seres Therapeutics, Cambridge, MA, USA.

出版信息

Stat Biosci. 2021 Jul;13(2):291-312. doi: 10.1007/s12561-021-09306-6. Epub 2021 Mar 27.

Abstract

Non-standard structured, multivariate data are emerging in many research areas, including genetics and genomics, ecology, and social science. Suitably defined pairwise distance measures are commonly used in distance-based analysis to study the association between the variables. In this work, we consider a linear quantile regression model for pairwise distances. We investigate the large sample properties of an estimator of the unknown coefficients and propose statistical inference procedures correspondingly. Extensive simulations provide evidence of satisfactory finite sample properties of the proposed method. Finally, we applied the method to a microbiome association study to illustrate its utility.

摘要

非标准结构化多元数据正在许多研究领域中出现,包括遗传学和基因组学、生态学以及社会科学。在基于距离的分析中,通常使用适当定义的成对距离度量来研究变量之间的关联。在这项工作中,我们考虑用于成对距离的线性分位数回归模型。我们研究了未知系数估计量的大样本性质,并相应地提出了统计推断程序。大量模拟为所提出方法令人满意的有限样本性质提供了证据。最后,我们将该方法应用于微生物组关联研究以说明其效用。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/9e60/9285981/f56ff0f523c7/nihms-1799146-f0001.jpg

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