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Bayesian predictive power: choice of prior and some recommendations for its use as probability of success in drug development

机译:贝叶斯预测力:选择先验和建议作为药物开发成功的可能性

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Bayesian predictive power, the expectation of the power function with respect to a prior distribution for the true underlying effect size, is routinely used in drug development to quantify the probability of success of a clinical trial. Choosing the prior is crucial for the properties and interpretability of Bayesian predictive power. We review recommendations on the choice of prior for Bayesian predictive power and explore its features as a function of the prior. The density of power values induced by a given prior is derived analytically and its shape characterized. We find that for a typical clinical trial scenario, this density has a u-shape very similar, but not equal, to a -distribution. Alternative priors are discussed, and practical recommendations to assess the sensitivity of Bayesian predictive power to its input parameters are provided. Copyright (c) 2016 John Wiley & Sons, Ltd.
机译:贝叶斯预测能力,即对于真正的潜在效应大小,相对于先验分布的幂函数的期望,通常用于药物开发中以量化临床试验成功的可能性。选择先验对贝叶斯预测能力的性质和可解释性至关重要。我们回顾了有关贝叶斯预测能力选择先验的建议,并探讨了其作为先验函数的功能。通过分析得出给定先验引起的功率值的密度,并表征其形状。我们发现对于典型的临床试验情况,该密度具有非常相似但不相等的u形。讨论了其他先验条件,并提供了评估贝叶斯预测能力对其输入参数的敏感性的实用建议。版权所有(c)2016 John Wiley&Sons,Ltd.

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