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首页> 外文期刊>Statistical methods in medical research >The impact of covariate misclassification using generalized linear regression under covariate–adaptive randomization
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The impact of covariate misclassification using generalized linear regression under covariate–adaptive randomization

机译:协变量分类利用协变量 - 自适应随机化的推广线性回归的影响

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摘要

>Under covariate adaptive randomization, the covariate is tied to both randomization and analysis. Misclassification of such covariate will impact the intended treatment assignment; further, it is unclear what the appropriate analysis strategy should be. We explore the impact of such misclassification on the trial’s statistical operating characteristics. Simulation scenarios were created based on the misclassification rate and the covariate effect on the outcome. Models including unadjusted, adjusted for the misclassified, or adjusted for the corrected covariate were compared using logistic regression for a binary outcome and Poisson regression for a count outcome. For the binary outcome using logistic regression, type I error can be maintained in the adjusted model, but the test is conservative using an unadjusted model. Power decreased with both increasing covariate effect on the outcome as well as the misclassification rate. Treatment effect estimates were biased towards the null for both the misclassified and unadjusted models. For the count outcome using a Poisson model, covariate misclassification led to inflated type I error probabilities and reduced power in the misclassified and the unadjusted model. The impact of covariate misclassification under covariate–adaptive randomization differs depending on the underlying distribution of the outcome.
机译: >在协变量自适应随机化下,协变量与随机化和分析均相关联。错误分类这种协变量将影响预期的治疗任务;此外,尚不清楚应对适当的分析策略是什么。我们探讨了这种错误分类对审判统计运作特征的影响。基于错误分类率和协变度对结果产生的模拟场景。使用逻辑回归对计数结果的二元成果和泊松回归进行比较,包括未经调整的模型,调整被错误分类或调整校正的协变量。对于使用Logistic回归的二进制结果,可以在调整后的模型中维护I型错误,但使用未调整的模型,测试是保守的。随着对结果的增长影响以及错误分类率,功率降低。治疗效果估算偏向于错误分类和未调整的模型。对于使用Poisson模型的计数结果,协变量错误分类导致I型错误概率和错误分类和未调整模型的功率降低。协变量分类在协变量 - 适应性随机化下的影响取决于结果的潜在分布。

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