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Modelling smoking history using a comprehensive smoking index: application to lung cancer.

机译:使用综合吸烟指数建模吸烟史:在肺癌中的应用。

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摘要

The mathematical representation of smoking history is an important tool in analysis of epidemiological and clinical data. Hoffmann and colleagues recently proposed a single aggregate measure of smoking exposure that incorporates intensity, duration, and time since cessation. This comprehensive smoking index (CSI), which may be incorporated in any regression model, depends on a half-life (tau) and a lag (delta) parameters that have to be fixed a priori, or estimated by maximizing the fit. The CSI has not previously been used for analysis of cancer data. Following some preliminary results on smoking and lung cancer, the authors proposed a new version of the CSI for lung cancer. The aim of this study was to investigate the performance of the original and the new versions of the CSI in the analysis of three data sets from two case-control studies of lung cancer undertaken in Montreal, in 1979-1985 in males, and in 1996-2000 in both males and females. The estimates of tau and delta for both versions of the CSI were similar across data sets. The new version of the CSI fitted the three data sets systematically although moderately better than the original version, and at least as well as other representations of lifetime smoking history that used separate variables for time since cessation and cumulative amount of cigarettes smoked. The results suggest that the CSI may be an attractive and parsimonious alternative to conventional modelling of different aspects of smoking history for lung cancer.
机译:吸烟史的数学表示法是分析流行病学和临床数据的重要工具。霍夫曼和他的同事们最近提出了一种综合的吸烟暴露量度,其中包括戒烟的强度,持续时间和时间。可将其纳入任何回归模型的综合吸烟指数(CSI)取决于必须事先确定或通过最大化拟合估计的半衰期(tau)和滞后(delta)参数。 CSI以前尚未用于癌症数据分析。在关于吸烟和肺癌的一些初步结果之后,作者提出了针对肺癌的CSI的新版本。这项研究的目的是调查CSI原始版本和新版本在1979年至1985年在蒙特利尔,男性和1996年进行的两项肺癌病例对照研究的三个数据集的分析中的性能。男性和女性均为-2000。跨数据集,两种版本的CSI的tau和delta估算值相似。 CSI的新版本虽然比原始版本略胜一筹,但系统地拟合了这三个数据集,并且至少以及一生中吸烟史的其他表示(使用了独立变量作为停止吸烟的时间和累计吸烟量)。结果表明,CSI可能是肺癌吸烟史不同方面常规建模的一种有吸引力且简约的选择。

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