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A Combined GEE/Buckley-James Method for Estimating an Accelerated Failure Time Model of Multivariate Failure Times

机译:GEE / Buckley-James联合估计多变量失效时间加速失效时间模型的方法

摘要

The present paper deals with the estimation of a frailty model of multivariate failure times. The failure times are modeled by an Accelerated Failure Time Model including observed covariates and an unobservable frailty component. The frailty is assumed random and differs across elementary units, but is constant across the spells of a unit or a group. We develop an estimator (of the regression parameters) that combines the GEE approach (Liang and Zeger, 1986) with the Buckley-James estimator for censored data. This estimator is robust against violations of the correlation structure and the distributional assumptions. Some simulation studies are conducted in order to study the empirical performance of the estimator. Finally, the methods are applied to data of repeated appearances of malign ventricular arrhythmias at patients with implanted defibrillator.
机译:本文涉及多元失效时间脆弱模型的估计。故障时间由加速故障时间模型建模,该模型包括观察到的协变量和不可观察的脆弱成分。虚弱被认为是随机的,并且在基本单位上有所不同,但是在单位或群体的法术上却是恒定的。我们开发了一种(回归参数的)估计器,该方法将GEE方法(Liang和Zeger,1986)与用于检查数据的Buckley-James估计器结合在一起。该估计器对于抵制相关结构和分布假设的鲁棒性很强。为了研究估计器的经验性能,进行了一些模拟研究。最后,该方法被应用于植入除纤颤器患者恶性室性心律失常的反复出现的数据。

著录项

  • 作者

    Hornsteiner U.; Hamerle Alfred;

  • 作者单位
  • 年度 1996
  • 总页数
  • 原文格式 PDF
  • 正文语种 {"code":"sq","name":"Albanian","id":41}
  • 中图分类

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