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群体药代动力学参数估计及贝叶斯反馈性能:一项敏感性分析。

Estimates of the population pharmacokinetic parameters and performance of Bayesian feedback: a sensitivity analysis.

作者信息

Vozeh S, Steiner C

机构信息

Department of Medicine, University Hospital (Kantonsspital), Basel, Switzerland.

出版信息

J Pharmacokinet Biopharm. 1987 Oct;15(5):511-28. doi: 10.1007/BF01061760.

Abstract

We investigated the influence of bias in the estimates of the population pharmacokinetic parameters on the performance of Bayesian feedback in achieving a desired drug serum concentration. Three specific cases were considered (i) steady-state case, (ii) lidocaine example, and (iii) mexiletine example. Whereas in the first case both the feedback and the desired concentration represented steady-state values, in the lidocaine and mexiletine examples the feedback concentration was assumed to be sampled shortly after starting therapy. RMSE was used as a measure of predictive performance. For the simple steady-state case the relationship between RMSE and bias in the parameter estimates describing the prior distribution could be derived analytically. Monte Carlo simulations were used to explore the two non-steady-state situations. In general, the performance of Bayesian feedback to predict serum concentrations was relatively insensitive to bad population parameter estimates. However, large changes in RMSE could be observed with small changes in the true variance component parameters in particular in the intraindividual residual variance, sigma 2 epsilon, indicating that the prediction interval, in contrast to point prediction, is sensitive to bias in the estimates of the population parameters.

摘要

我们研究了群体药代动力学参数估计中的偏差对贝叶斯反馈实现所需药物血清浓度性能的影响。考虑了三种具体情况:(i)稳态情况,(ii)利多卡因示例,以及(iii)美西律示例。在第一种情况下,反馈和所需浓度均代表稳态值,而在利多卡因和美西律示例中,反馈浓度假定在开始治疗后不久进行采样。均方根误差(RMSE)用作预测性能的度量。对于简单的稳态情况,描述先验分布的参数估计中RMSE与偏差之间的关系可以通过解析方法得出。蒙特卡罗模拟用于探索两种非稳态情况。总体而言,贝叶斯反馈预测血清浓度的性能对不良的群体参数估计相对不敏感。然而,特别是在个体内残余方差sigma 2 epsilon中,真实方差分量参数的微小变化可能会导致RMSE出现较大变化,这表明与点预测相比,预测区间对群体参数估计中的偏差敏感。

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