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含删失和截断数据的分位数回归系数函数的参数建模

Parametric modeling of quantile regression coefficient functions with censored and truncated data.

作者信息

Frumento Paolo, Bottai Matteo

机构信息

Karolinska Institutet, Institute of Environmental Medicine, Unit of Biostatistics Nobels väg 13, 17177 Stockholm, Sweden.

出版信息

Biometrics. 2017 Dec;73(4):1179-1188. doi: 10.1111/biom.12675. Epub 2017 Feb 9.

Abstract

Quantile regression coefficient functions describe how the coefficients of a quantile regression model depend on the order of the quantile. A method for parametric modeling of quantile regression coefficient functions was discussed in a recent article. The aim of the present work is to extend the existing framework to censored and truncated data. We propose an estimator and derive its asymptotic properties. We discuss goodness-of-fit measures, present simulation results, and analyze the data that motivated this article. The described estimator has been implemented in the R package qrcm.

摘要

分位数回归系数函数描述了分位数回归模型的系数如何依赖于分位数的顺序。最近的一篇文章讨论了一种用于分位数回归系数函数参数建模的方法。本文的目的是将现有框架扩展到删失和截断数据。我们提出了一个估计量并推导了它的渐近性质。我们讨论了拟合优度度量,给出了模拟结果,并分析了激发本文写作的数据。所描述的估计量已在R包qrcm中实现。

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