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Fitting semiparametric accelerated failure time models for nested case-control data

机译:拟合案例控制数据的半参数加速故障时间模型

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A nested case-control (NCC) study is an efficient cohort-sampling design in which a subset of controls are sampled from the risk set at each event time. Since covariate measurements are taken only for the sampled subjects, time and efforts of conducting a full scale cohort study can be saved. In this paper, we consider fitting a semiparametric accelerated failure time model to failure time data from a NCC study. We propose to employ an efficient induced smoothing procedure for rank-based estimating method for regression parameters estimation. For variance estimation, we propose to use an efficient resampling method that utilizes the robust sandwich form. We extend our proposed methods to a generalized NCC study that allows a sampling of cases. Finite sample properties of the proposed estimators are investigated via an extensive stimulation study. An application to a tumor study illustrates the utility of the proposed method in routine data analysis.
机译:嵌套病例对照(NCC)研究是一种有效的队列抽样设计,其中从每个事件时间的风险集中抽取了一部分对照。由于仅对样本对象进行协变量测量,因此可以节省进行全面队列研究的时间和精力。在本文中,我们考虑将半参数加速故障时间模型拟合到来自NCC研究的故障时间数据。我们建议采用一种有效的诱导平滑程序,用于基于秩的估计方法,以进行回归参数估计。对于方差估计,我们建议使用利用鲁棒三明治形式的有效重采样方法。我们将提出的方法扩展到可以进行病例抽样的广义NCC研究。通过广泛的刺激研究,对提出的估计量的有限样本性质进行了研究。一项针对肿瘤研究的应用说明了该方法在常规数据分析中的实用性。

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