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On estimation of linear transformation models with nested case-control sampling

机译:嵌套案例控制抽样估计线性变换模型

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Nested case-control (NCC) sampling is widely used in large epidemio-logical cohort studies for its cost effectiveness, but its data analysis primarily relies on the Cox proportional hazards model. In this paper, we consider a family of linear transformation models for analyzing NCC data and propose an inverse selection probability weighted estimating equation method for inference. Consistency and asymptotic normality of our estimators for regression coefficients are established. We show that the asymptotic variance has a closed analytic form and can be easily estimated. Numerical studies are conducted to support the theory and an application to the Wilms' Tumor Study is also given to illustrate the methodology.
机译:嵌套病例对照(NCC)抽样因其成本效益而广泛用于大型流行病学队列研究,但其数据分析主要依赖于Cox比例风险模型。在本文中,我们考虑了用于分析NCC数据的线性变换模型族,并提出了一种用于推理的逆选择概率加权估计方程方法。建立了回归系数估计量的一致性和渐近正态性。我们表明,渐近方差具有封闭的分析形式,可以很容易地估计。进行了数值研究以支持该理论,并给出了在威尔姆斯肿瘤研究中的应用以说明该方法。

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