Department of Obstetrics, University of California, San Francisco, CA 94143, USA.
Am J Epidemiol. 2010 Mar 15;171(6):656-63. doi: 10.1093/aje/kwp437. Epub 2010 Feb 5.
In a retrospective cohort study of 18,880 full-term, cephalic singletons born in San Francisco, California, during 1976-2001, the authors used multivariable logistic regression (MVLR) and propensity score analysis (PSA) to examine the association between persistent fetal occiput posterior (OP) position and perinatal outcomes. The principles and applications of these techniques are compared and discussed. Pregnancies with OP positions at delivery were compared with those with occiput anterior positions. Perinatal outcomes were examined as adjusted odds ratios determined by MVLR and PSA and as risk differences determined by propensity score matched bootstrapping based on covariate distance. Persistent OP position was associated with operative delivery and maternal morbidity. The odds ratio estimates based on PSA were somewhat larger than those obtained with standard MVLR, and the confidence intervals were narrower. When statistical inference was evaluated with the permutation test, the results were more consistent with the PSA. These analyses demonstrate that PSA is likely to provide more precise estimates of exposure associations and more reliable statistical inferences than MVLR. The authors show that PSA can be extended with Mahalanobis distance matching to obtain estimates of risk difference between exposed and unexposed subjects that avoid violations of the experimental treatment assignment (positivity) assumption that is required for valid causal inference.
在一项回顾性队列研究中,作者对 1976 年至 2001 年期间在加利福尼亚州旧金山出生的 18880 名足月、头位的单胎婴儿进行了研究,他们使用多变量逻辑回归(MVLR)和倾向评分分析(PSA)来检查持续性胎儿枕后位(OP)与围产儿结局之间的关系。比较并讨论了这些技术的原理和应用。将分娩时为 OP 位置的妊娠与枕前位的妊娠进行比较。通过 MVLR 和 PSA 确定调整后的优势比以及基于协变量距离的倾向评分匹配引导的风险差异来检查围产儿结局。持续性 OP 位置与手术分娩和产妇发病率有关。基于 PSA 的优势比估计值略大于标准 MVLR 获得的估计值,置信区间较窄。当使用置换检验评估统计推断时,结果与 PSA 更一致。这些分析表明,PSA 可能比 MVLR 提供更精确的暴露关联估计值和更可靠的统计推断。作者表明,PSA 可以通过马氏距离匹配进行扩展,以获得暴露和未暴露受试者之间风险差异的估计值,从而避免违反阳性实验处理分配(即有效因果推断所需的)假设。