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通过蒙特卡罗模拟对患者群体表示一阶和二阶不确定性。

Representing both first- and second-order uncertainties by Monte Carlo simulation for groups of patients.

作者信息

Halpern E F, Weinstein M C, Hunink M G, Gazelle G S

机构信息

Department of Radiology, Massachusetts General Hospital, Harvard Medical School, Boston 02114, USA.

出版信息

Med Decis Making. 2000 Jul-Sep;20(3):314-22. doi: 10.1177/0272989X0002000308.

Abstract

Actual implementation of probabilistic sensitivity analysis may lead to misleading or improper conclusions when it is applied to groups of patients rather than individual patients. The practice of combining first- and second-order simulations when modeling the outcome for a group of more than one patient yields an erroneous marginal distribution whenever the parameter values are randomly sampled for each patient while the results are presented as simulated means for the group of patients. This practice results in underrepresenting the second-order uncertainty. It may also distort the shape (especially the symmetry or extent of the tails) in the simulated distribution. As a result, it may lead to premature or incorrect conclusions of superiority. It may also result in inappropriate estimates of the value of further research to inform parameter values.

摘要

当概率敏感性分析应用于患者群体而非个体患者时,其实际实施可能会导致误导性或不恰当的结论。当对多于一名患者的群体进行结果建模时,若为每位患者随机抽取参数值,而结果却以患者群体的模拟均值呈现,那么将一阶和二阶模拟相结合的做法会产生错误的边际分布。这种做法会导致二阶不确定性的代表性不足。它还可能扭曲模拟分布的形状(尤其是尾部的对称性或范围)。因此,可能会导致关于优越性的过早或错误结论。这也可能导致对为参数值提供信息的进一步研究价值的不恰当估计。

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