University of California, Berkeley, USA.
Am J Epidemiol. 2010 Jun 1;171(11):1233-43. doi: 10.1093/aje/kwq064. Epub 2010 May 3.
The authors evaluated the association between ambient ozone levels and cardiac mortality in California's South Coast Air Basin during the period 1983-2000 and compared inferences from several types of marginal structural model (MSM) estimators. The authors undertook an ecologic study during the high-ozone seasons among persons over age 55 years. In contrast to conditional regression analysis and MSMs based on G-computation and simple inverse probability-of-treatment weighting (IPTW), an MSM that protected against violation of the experimental treatment assignment (ETA) assumption and considered only those areas that could have experienced both high and low ozone concentrations during 1983-2000 found no consistent evidence that reductions in quarterly 1-hour maximum ozone concentrations from levels above any of the regulatory standards to levels below those standards led to decreases in cardiac mortality; however, it did find evidence of decreases related to a decrease in 8-hour maximum concentrations. The G-computation estimator and simple IPTW estimators were biased because of serious violation of the ETA assumption. These analyses highlight the importance of nonviolation of the ETA assumption for valid inference and the failure of conditional regression to provide marginal estimates in the presence of interactions. Noncausal models also consistently inferred larger associations, which may have been due to bias violation of the ETA assumption on which these models rely.
作者评估了 1983-2000 年期间加利福尼亚南海岸大气盆地环境臭氧水平与心脏死亡率之间的关系,并比较了几种边缘结构模型 (MSM) 估计量的推论。作者在 55 岁以上人群的高臭氧季节进行了一项生态学研究。与条件回归分析以及基于 G-计算和简单治疗反概率加权 (IPTW) 的 MSM 不同,一种 MSM 可以防止违反实验治疗分配 (ETA) 假设,并仅考虑 1983-2000 年期间可能经历过高和低臭氧浓度的区域,该模型没有发现一致的证据表明,将季度 1 小时最大臭氧浓度从高于任何监管标准的水平降低到低于这些标准的水平会导致心脏死亡率降低;然而,它确实发现了与 8 小时最大浓度降低相关的证据。G-计算估计量和简单的 IPTW 估计量存在偏差,因为严重违反了 ETA 假设。这些分析强调了非违反 ETA 假设对于有效推论的重要性,以及在存在相互作用的情况下条件回归无法提供边缘估计的失败。非因果模型也一致推断出更大的关联,这可能是由于这些模型所依赖的 ETA 假设的偏差违反。