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Statistical analysis of bivariate failure time data with Marshall-Olkin Weibull models

机译:用Marshall-Olkin Weibull模型对二元失效时间数据进行统计分析

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This paper discusses parametric analysis of bivariate failure time data, which often occur in medical studies among others. For this, as in the case of univariate failure time data, exponential and Weibull models are probably the most commonly used ones. However, it is surprising that there seem no general estimation procedures available for fitting the bivariate Weibull model to bivariate right-censored failure time data except some methods for special situations. We present and investigate two general but simple estimation procedures, one being a graphical approach and the other being a marginal approach, for the problem. An extensive simulation study is conducted to assess the performances of the proposed approaches and shows that they work well for practical situations. An illustrative example is provided.
机译:本文讨论了双变量失效时间数据的参数分析,该数据经常在医学研究中出现。为此,与单变量故障时间数据一样,指数模型和威布尔模型可能是最常用的模型。但是,令人惊讶的是,除特殊情况下的某些方法外,似乎没有通用的估计程序可用于将双变量Weibull模型拟合为右变量的双变量失效时间数据。我们提出并研究了两种通用但简单的估计程序,一种是图形方法,另一种是边际方法。进行了广泛的仿真研究,以评估所提出方法的性能,并表明它们在实际情况下效果很好。提供了说明性示例。

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