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Covariate-constrained randomization for cluster randomized trials in the long-term care setting: Application to the TRAIN-AD trial

机译:长期护理环境中的集群随机试验的协变量约束随机化:在TRAIN-AD试验中的应用

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摘要

Little has been reported on strategies to ensure key covariate balance in cluster randomized trials in the nursing home setting. Facilities vary widely on key characteristics, small numbers may be randomized, and staggered enrollment is often necessary. A covariate-constrained algorithm was used to randomize facilities in the Trial to Reduce Antimicrobial use In Nursing home residents with Alzheimer's Disease and other Dementias (TRAIN-AD), an ongoing trial in Boston-area facilities (14 facilities/arm). Publicly available 2015 data were leveraged to inform the distribution of key facility-level covariates. The algorithm was applied in waves (2–8 facilities/wave) June 2017–March 2019. To examine the algorithm's general performance, simulations calculated an imbalance score (minimum 0) for similar trial designs. The algorithm provided good balance for profit status (Arm 1, 7 facilities; Arm 2, 6 facilities). Arm 2 was allocated more nursing homes with the number of severely cognitive impaired residents above the median (Arm 1, 7 facilities; Arm 2, 10 facilities), resulting in an imbalance in total number of residents enrolled (Arm 1, 196 residents; Arm 2, 228 residents). Facilities with number of black residents above the median were balanced (7 facilities/arm), while the numbers of black residents enrolled differed slightly between arms (Arm 1, 26 residents (13%); Arm 2, 22 residents (10%)). Simulations showed the median imbalance for TRAIN-AD's original randomization scheme (score = 3), was similar to the observed imbalance (score = 4). Covariate-constrained randomization flexibly accommodates logistical complexities of cluster trials in the nursing home setting, where is a valuable source of baseline data.
机译:关于在养老院环境中进行集群随机试验以确保关键协变量平衡的策略的报道很少。设施在关键特征上差别很大,少数人可能是随机的,并且经常需要交错报名。使用协变量约束算法对试验中的设施进行随机分配,以减少患有阿尔茨海默氏病和其他痴呆症的疗养院居民的抗菌药物使用(TRAIN-AD),这是波士顿地区设施中正在进行的一项试验(14个设施/手臂)。利用公开可用的2015年数据来告知关键设施级别协变量的分布。该算法已在2017年6月至2019年3月的海浪中(每海浪2-8个设施中)应用。为检查算法的总体性能,模拟计算出了类似试验设计的失衡得分(最低0分)。该算法为利润状态(手臂1,7设施;手臂2,6设施)提供了良好的平衡。第2区被分配了更多的疗养院,严重认知障碍的居民人数高于中位数(1,7臂; 2、10臂),导致登记总人数失衡(1,196臂; 1臂) 2、228名居民)。黑人居民人数高于中位数的设施(7个设施/支)是平衡的,而登记的黑人居民人数在两支胳膊之间略有不同(第1臂,26居民(13%);第2臂,22居民(10%)) 。模拟显示,TRAIN-AD原始随机方案的中位数失衡(分数= 3)与观察到的失衡(分数= 4)相似。协变量约束的随机化可以灵活地适应疗养院环境中的聚类试验的后勤复杂性,这是基准数据的宝贵来源。

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