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Developing risk models for multicenter data using standard logistic regression produced suboptimal predictions: A simulation study

机译:使用标准逻辑回归开发多中心数据的风险模型产生的次优预测:模拟研究

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Although multicenter data are common, many prediction model studies ignore this during model development. The objective of this study is to evaluate the predictive performance of regression methods for developing clinical risk prediction models using multicenter data, and provide guidelines for practice. We compared the predictive performance of standard logistic regression, generalized estimating equations, random intercept logistic regression, and fixed effects logistic regression. First, we presented a case study on the diagnosis of ovarian cancer. Subsequently, a simulation study investigated the performance of the different models as a function of the amount of clustering, development sample size, distribution of center-specific intercepts, the presence of a center-predictor interaction, and the presence of a dependency between center effects and predictors. The results showed that when sample sizes were sufficiently large, conditional models yielded calibrated predictions, whereas marginal models yielded miscalibrated predictions. Small sample sizes led to overfitting and unreliable predictions. This miscalibration was worse with more heavily clustered data. Calibration of random intercept logistic regression was better than that of standard logistic regression even when center-specific intercepts were not normally distributed, a center-predictor interaction was present, center effects and predictors were dependent, or when the model was applied in a new center. Therefore, to make reliable predictions in a specific center, we recommend random intercept logistic regression.
机译:虽然多中心数据很常见,但在模型开发期间,许多预测模型研究忽略了这一点。本研究的目的是评估使用多中心数据开发临床风险预测模型的回归方法的预测性能,并提供实践指导。我们比较了标准逻辑回归,广义估计方程,随机拦截逻辑回归和固定效果逻辑回归的预测性能。首先,我们提出了对卵巢癌诊断的案例研究。随后,仿真研究调查了不同模型的性能作为聚类,开发样本大小,中心特异性截距分布的函数,中心预测器相互作用的存在,以及中心效应之间存在依赖性和预测者。结果表明,当样本尺寸足够大时,条件模型产生校准预测,而边际模型产生了错误的预测。小样本尺寸导致过度舒适和不可靠的预测。这种错误稳定更糟糕的是更严重的数据。随机拦截逻辑回归的校准优于标准逻辑回归,即使在常规分布的中心特定的截距,存在中心预测器相互作用,中心效应和预测因子是依赖的,或者在新中心应用模型时。因此,要在特定中心进行可靠的预测,我们建议随机拦截逻辑回归。

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