建立社区随机试验:PRISM中的样本量、匹配、选择和随机化问题

Lyndsey Watson, Rhonda Small, Stephanie Brown, Wendy Dawson, Judith Lumley
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引用次数: 27

摘要

本文讨论了在澳大利亚维多利亚州16个地方政府区域建立社区和初级保健干预大型集群随机试验的一些过程。在设计因素方面,如样本量估计和干预或比较社区的选择和随机化,描述了试验的发展。将在“母亲资源、信息和支持方案”(PRISM)中实施的干预方案被认为是一种全社区方法,旨在改善对所有母亲在出生后最初12个月的支持。因此,分组随机试验从一开始就是一种选择设计。由于可用的社区数量有限,因此选择了8对配对设计。根据随机分组和配对设计进行调整后的样本量估计显示,在8对中,平均每个社区的800名妇女需要作出反应,以提供足够的力量来确定产后6个月产妇抑郁症患病率降低3%——这种降低被认为是值得的干预影响,可以在80%的力量下可靠地检测到。选择合适的社区并将其配对的过程需要仔细收集有关出生人数、地方政府区域(lga)规模的数据,并评估社区实施干预措施的能力。讨论了处理与潜在污染有关的边界问题的方法。详细地给出了组合对的可行构型的选择方法和最终干预或比较分配的方法。最终,所有这些研究都是在选择最小数量的社区来检测干预的有意义的结果效应和最大规模的预算和其他资源允许之间的平衡行为。
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Mounting a community-randomized trial: sample size, matching, selection, and randomization issues in PRISM

This paper discusses some of the processes for establishing a large cluster-randomized trial of a community and primary care intervention in 16 local government areas in Victoria, Australia. The development of the trial in terms of design factors such as sample size estimates and the selection and randomization of communities to intervention or comparison is described. The intervention program to be implemented in Program of Resources, Information and Support for Mothers (PRISM) was conceived as a whole community approach to improving support for all mothers in the first 12 months after birth. A cluster-randomized trial was thus the design of choice from the outset. With a limited number of communities available, a matched-pair design with eight pairs was chosen. Sample size estimates, adjusting for the cluster randomization and the pair-matched design, showed that with eight pairs, on average, 800 women from each community would need to respond to provide sufficient power to determine a 3% reduction in the prevalence of maternal depression 6 months after birth—a reduction deemed to be a worthwhile impact of the intervention to be reliably detected at 80% power. The process of selecting suitable communities and matching them into pairs required careful collection of data on numbers of births, size of the local government areas (LGAs), and an assessment of the capacity of communities to implement the intervention. Ways of dealing with boundary issues associated with potential contamination are discussed. Methods for the selection of feasible configurations of sets of pairs and the ultimate allocation to intervention or comparison are provided in detail. Ultimately, all such studies are a balancing act between selecting the minimum number of communities to detect a meaningful outcome effect of an intervention and the maximum size budget and other resources allow.

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