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Risk of HIV infection as a function of the duration of intravenous drug use: a non-parametric Bayesian approach.

机译:HIV感染风险与静脉吸毒持续时间的关系:一种非参数贝叶斯方法。

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We analyse the elapsed time between intravenous (IV) drug initiation and HIV infection in a cohort of 972 injecting drug users attending a hospital detoxification unit. We use the time of seroconversion instead of the time of HIV infection because the date of HIV infection is rarely known and the gap between these two times is negligible (around one to three months). Although seroconversion time cannot be determined exactly, it can be inferred at least to within an interval. This seroconversion interval is determined from the dates of HIV antibody tests, if available. The data is consequently interval-censored. We estimate the distribution function of the elapsed time from IV drug initiation to seroconversion as well as the risk of seroconversion by means of a non-parametric Bayesian approach. The analysis is conducted according to the following four calendar periods: before or at 1980; between 1981 and 1985; between 1986 and 1991; after or at 1992 where the IV drug use was initiated. The methodology used is based on an alternating conditional sampling algorithm. The Bayesian approach allows not only the incorporation of prior beliefs about the distribution function, but also the analysis of the risk of seroconversion without assuming restrictive parametric models. Furthermore, the estimator for the distribution function is smooth and thus differences between groups can be easily interpreted.
机译:我们分析了参加医院排毒部门的972个注射吸毒者的队列中,静脉注射(IV)药物开始和HIV感染之间的时间间隔。我们使用血清转化的时间而不是HIV感染的时间,因为很少知道HIV感染的日期,并且两者之间的时间间隔可以忽略不计(大约一到三个月)。尽管无法准确确定血清转化时间,但可以至少推断出一个时间间隔内。血清转化间隔是从HIV抗体检测的日期确定的(如果有)。因此,数据是间隔检查的。我们通过非参数贝叶斯方法估计了从静脉给药开始到血清转化所经历的时间的分布函数,以及血清转化的风险。根据以下四个日历周期进行分析:1980年前或1980年;在1981年至1985年之间;在1986年至1991年之间;在1992年之后开始使用IV毒品。所使用的方法基于交替条件采样算法。贝叶斯方法不仅允许结合关于分布函数的先验信念,而且还可以在不假设限制性参数模型的情况下分析血清转化的风险。此外,分布函数的估计量是平滑的,因此可以轻松地解释组之间的差异。

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