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Multivariable risk prediction can greatly enhance the statistical power of clinical trial subgroup analysis

机译:多变量风险预测可以极大地提高临床试验亚组分析的统计效力

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Abstract Background When subgroup analyses of a positive clinical trial are unrevealing, such findings are commonly used to argue that the treatment's benefits apply to the entire study population; however, such analyses are often limited by poor statistical power. Multivariable risk-stratified analysis has been proposed as an important advance in investigating heterogeneity in treatment benefits, yet no one has conducted a systematic statistical examination of circumstances influencing the relative merits of this approach vs. conventional subgroup analysis. Methods Using simulated clinical trials in which the probability of outcomes in individual patients was stochastically determined by the presence of risk factors and the effects of treatment, we examined the relative merits of a conventional vs. a "risk-stratified" subgroup analysis under a variety of circumstances in which there is a small amount of uniformly distributed treatment-related harm. The statistical power to detect treatment-effect heterogeneity was calculated for risk-stratified and conventional subgroup analysis while varying: 1) the number, prevalence and odds ratios of individual risk factors for risk in the absence of treatment, 2) the predictiveness of the multivariable risk model (including the accuracy of its weights), 3) the degree of treatment-related harm, and 5) the average untreated risk of the study population. Results Conventional subgroup analysis (in which single patient attributes are evaluated "one-at-a-time") had at best moderate statistical power (30% to 45%) to detect variation in a treatment's net relative risk reduction resulting from treatment-related harm, even under optimal circumstances (overall statistical power of the study was good and treatment-effect heterogeneity was evaluated across a major risk factor [OR = 3]). In some instances a multi-variable risk-stratified approach also had low to moderate statistical power (especially when the multivariable risk prediction tool had low discrimination). However, a multivariable risk-stratified approach can have excellent statistical power to detect heterogeneity in net treatment benefit under a wide variety of circumstances, instances under which conventional subgroup analysis has poor statistical power. Conclusion These results suggest that under many likely scenarios, a multivariable risk-stratified approach will have substantially greater statistical power than conventional subgroup analysis for detecting heterogeneity in treatment benefits and safety related to previously unidentified treatment-related harm. Subgroup analyses must always be well-justified and interpreted with care, and conventional subgroup analyses can be useful under some circumstances; however, clinical trial reporting should include a multivariable risk-stratified analysis when an adequate externally-developed risk prediction tool is available.
机译:摘要背景当一项阳性临床试验的亚组分析无法揭示时,这些发现通常被用来证明该疗法的益处适用于整个研究人群。但是,此类分析通常受到统计能力差的限制。已提出多变量风险分层分析作为研究治疗益处异质性的重要进展,但还没有人对影响这种方法与传统亚组分析相对优势的情况进行系统的统计检验。方法使用模拟临床试验,其中通过风险因素的存在和治疗效果随机确定单个患者的结局可能性,我们研究了常规和“风险分层”亚组分析在各种情况下的相对优势。在少量均匀分布的与治疗有关的伤害的情况下。统计计算能力以检测治疗效果异质性,以进行风险分层和常规亚组分析,同时进行以下变化:1)没有治疗时存在风险的个体危险因素的数量,患病率和比值比; 2)多变量的预测性风险模型(包括权重的准确性),3)与治疗相关的伤害程度以及5)研究人群的平均未治疗风险。结果常规亚组分析(其中“一次一次”评估单个患者的属性)最多具有中等程度的统计功效(30%至45%),以检测与治疗相关的治疗净相对危险度降低的变化即使在最佳情况下也不会造成伤害(该研究的总体统计能力良好,并且在主要危险因素上评估了治疗效果的异质性[OR = 3])。在某些情况下,多变量风险分层方法也具有较低至中等的统计能力(尤其是在多变量风险预测工具的辨别力较低的情况下)。但是,在常规情况下亚组分析的统计能力较差的情况下,采用多变量风险分层的方法可以具有出色的统计能力,可以在多种情况下检测出净治疗收益的异质性。结论这些结果表明,在许多可能的情况下,相比于常规亚组分析,多变量风险分层方法将具有更大的统计能力,可用于检测与先前未确认的治疗相关伤害有关的治疗益处和安全性方面的异质性。子组分析必须始终合理调整并仔​​细解释,在某些情况下,常规子组分析可能会有用。但是,如果有足够的外部开发的风险预测工具可用,则临床试验报告应包括多变量风险分层分析。

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