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Can we improve the statistical analysis of stroke trials?\ud Statistical reanalysis of functional outcomes in stroke trials

机译:我们可以改善中风试验的统计分析吗?\ ud 脑卒中试验中功能结局的统计再分析

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摘要

Background and Purpose—Most large acute stroke trials have been neutral. Functional outcome is usually analyzed using a yes or no answer, eg, death or dependency versus independence. We assessed which statistical approaches are most efficient in analyzing outcomes from stroke trials.\udMethods—Individual patient data from acute, rehabilitation and stroke unit trials studying the effects of interventions\udwhich alter functional outcome were assessed. Outcomes included modified Rankin Scale, Barthel Index, and “3\udquestions”. Data were analyzed using a variety of approaches which compare 2 treatment groups. The results for each statistical test for each trial were then compared.\udResults—Data from 55 datasets were obtained (47 trials, 54 173 patients). The test results differed substantially so that approaches which use the ordered nature of functional outcome data (ordinal logistic regression, t test, robust ranks test, bootstrapping the difference in mean rank) were more efficient statistically than those which collapse the data into 2 groups (2; ANOVA, P0.001). The findings were consistent across different types and sizes of trial and for the different measures of functional outcome. \udConclusions—When analyzing functional outcome from stroke trials, statistical tests which use the original ordered data are more efficient and more likely to yield reliable results. Suitable approaches included ordinal logistic regression, test, and robust ranks test.
机译:背景与目的-大多数大型急性中风试验都是中性的。通常使用“是”或“否”答案来分析功能结果,例如死亡或依赖与独立性。我们评估了哪种统计方法最有效地分析了卒中试验的结果。\ ud方法-评估了急性,康复和卒中单元试验中研究干预效果的个体患者数据,这些变量改变了功能预后。结果包括改良的Rankin量表,Barthel指数和“ 3 \疑问”。使用比较两个治疗组的多种方法分析数据。然后比较每个试验的每个统计检验的结果。\ ud结果-从55个数据集中获得了数据(47个试验,54 173例患者)。测试结果大不相同,因此,使用功能性结果数据的有序性质(常规逻辑回归,t检验,鲁棒等级检验,自举平均等级差异)的方法在统计学上比将数据分为两组的方法更为有效( 2; ANOVA,P0.001)。在不同类型和规模的试验中以及在不同的功能结局指标方面,研究结果是一致的。 \ ud结论-在分析中风试验的功能结果时,使用原始排序数据的统计测试更加有效,并且更有可能产生可靠的结果。合适的方法包括顺序逻辑回归,检验和稳健等级检验。

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