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首页> 外文期刊>Statistics in medicine >The need for reorientation toward cost-effective prediction: comments on 'Evaluating the added predictive ability of a new marker: From area under the ROC curve to reclassification and beyond' by Pencina et al., Statistics in Medicine (DOI: 10.1002/sim.2929).
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The need for reorientation toward cost-effective prediction: comments on 'Evaluating the added predictive ability of a new marker: From area under the ROC curve to reclassification and beyond' by Pencina et al., Statistics in Medicine (DOI: 10.1002/sim.2929).

机译:需要重新定位以实现具有成本效益的预测:Pencina等人在《医学统计学》(DOI:10.1002 / sim。)上发表评论“评估新标记的附加预测能力:从ROC曲线下方的区域到重新分类及以后”。 2929)。

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Discrimination and calibration have been two major components in the evaluation of model performance. Discrimination measures the ability of a model to separate patients with different outcomes. In the case of a binary outcome, good discrimination indicates adequate distinction in the distributions of predicted values, based on the model, between the two classes, defined by the binary outcome. Calibration quantifies how closely the predicted values agree with the observed outcomes. Often, good calibration tends to correspond to good discrimination and vice versa; however, there are exceptions in which a model is strong in one measure and weak in the other [1]. For instance, a model that predicts all positive outcomes to occur with probability 0.51 and all negative outcomes to occur with probability 0.49 has perfect discrimination but bad calibration. If prediction is the goal, it is generally recommended that we should choose the model with good discrimination over the one with good calibration. If a predictive model has poor discrimination, no adjustment or calibration can correct the model. On the other hand, if discrimination is good, but calibration is poor, the model can be re-calibrated without sacrificing the discrimination.
机译:区分和校准已成为评估模型性能的两个主要组成部分。区分度衡量模型区分具有不同结果的患者的能力。在二元结果的情况下,良好的区分表示基于该模型在由二元结果定义的两类之间的预测值的分布有足够的区别。校准可量化预测值与观测结果的接近程度。通常,良好的校准往往对应于良好的辨别力,反之亦然;但是,也有例外,其中一个模型在一个方面很强,而另一种模型则很弱[1]。例如,一个模型预测所有正结果的发生概率为0.51,而所有负结果的预测发生概率为0.49,则该模型具有很好的判别能力,但校准效果较差。如果预测是目标,通常建议我们选择具有良好识别性的模型,而不是具有良好校准的模型。如果预测模型的辨别力较差,则任何调整或校准都无法校正该模型。另一方面,如果辨别力好但校准差,则可以在不牺牲辨别力的情况下重新校准模型。

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