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Quantile regression for survival data in modern cancer research: expanding statistical tools for precision medicine

机译:现代癌症研究中生存数据的分位数回归:扩展精密医学的统计工具

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Quantile regression links the whole distribution of an outcome to the covariates of interest and has become an important alternative to commonly used regression models. However, the presence of censored data such as survival time, often the main endpoint in cancer studies, has hampered the use of quantile regression techniques because of the incompleteness of data. With the advent of the precision medicine era and availability of high throughput data, quantile regression with high-dimensional predictors has attracted much attention and provided added insight compared to traditional regression approaches. This paper provides a practical guide for using quantile regression for right censored outcome data with covariates of low- or high-dimensionality. We frame our discussion using a dataset from the Boston Lung Cancer Survivor Cohort, a hospital-based prospective cohort study, with the goals of broadening the scope of cancer research, maximizing the utility of collected data, and offering useful statistical alternatives. We use quantile regression to identify clinical and molecular predictors, for example CpG methylation sites, associated with high-risk lung cancer patients, for example those with short survival.
机译:分位数回归将结果的整个分布与目标协变量联系起来,并已成为常用回归模型的重要替代方法。然而,由于数据的不完整性,诸如癌症生存时间等受审查数据的存在通常是癌症研究的主要终点,因此阻碍了分位数回归技术的使用。随着精密医学时代的到来和高通量数据的可用性,具有高维预测变量的分位数回归已引起了广泛关注,并且与传统回归方法相比,提供了更多的见解。本文为将分位数回归用于带有低维或高维协变量的右删失结果数据提供了实用指南。我们使用来自波士顿前瞻性队列研究的波士顿肺癌幸存者队列的数据集来框架讨论,目的是扩大癌症研究的范围,最大程度地利用收集的数据并提供有用的统计选择。我们使用分位数回归来确定与高风险肺癌患者(例如生存期短的患者)相关的临床和分子预测因子,例如CpG甲基化位点。

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