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使用迭代两阶段贝叶斯技术进行同步与序贯药代动力学-药效学群体分析。

Simultaneous versus sequential pharmacokinetic-pharmacodynamic population analysis using an iterative two-stage Bayesian technique.

作者信息

Proost Johannes H, Schiere Sjouke, Eleveld Douglas J, Wierda J Mark K H

机构信息

Research Group for Experimental Anesthesiology and Clinical Pharmacology, Department of Anesthesiology, University Medical Center Groningen, University of Groningen, Groningen, The Netherlands.

出版信息

Biopharm Drug Dispos. 2007 Nov;28(8):455-73. doi: 10.1002/bdd.575.

Abstract

A method for simultaneous pharmacokinetic-pharmacodynamic (PK-PD) population analysis using an Iterative Two-Stage Bayesian (ITSB) algorithm was developed. The method was evaluated using clinical data and Monte Carlo simulations. Data from a clinical study with rocuronium in nine anesthetized patients and data generated by Monte Carlo simulation using a similar study design were analysed by sequential PK-PD analysis, PD analysis with nonparametric PK data and simultaneous PK-PD analysis. Both PK and PD data sets were 'rich' with respect to the number of measurements per individual. The accuracy and precision of the estimated population parameters were evaluated by comparing their mean error (ME) and root mean squared error (RMSE), respectively. The influence of PD model misspecification on the results was also investigated. The simultaneous PK-PD analysis resulted in slightly more precise population parameter estimates than the sequential PK-PD analysis and the nonparametric PK method. In the presence of PD model misspecification, however, simultaneous analysis resulted in poor PK parameter estimates, while sequential PK-PD analysis performed well. In conclusion, ITSB is a valuable technique for PK-PD population analysis of rich data sets. The sequential PK-PD method is better suited for the analysis of rich data than the simultaneous analysis.

摘要

开发了一种使用迭代两阶段贝叶斯(ITSB)算法进行药代动力学-药效学(PK-PD)群体分析的方法。使用临床数据和蒙特卡罗模拟对该方法进行了评估。通过序贯PK-PD分析、非参数PK数据的PD分析和同时PK-PD分析,对九名麻醉患者使用罗库溴铵的临床研究数据以及使用类似研究设计通过蒙特卡罗模拟生成的数据进行了分析。PK和PD数据集在每个个体的测量次数方面都很“丰富”。通过分别比较估计的群体参数的平均误差(ME)和均方根误差(RMSE),评估了估计的群体参数的准确性和精密度。还研究了PD模型指定错误对结果的影响。与序贯PK-PD分析和非参数PK方法相比,同时PK-PD分析得到的群体参数估计值略为精确。然而,在存在PD模型指定错误的情况下,同时分析导致PK参数估计不佳,而序贯PK-PD分析表现良好。总之,ITSB是对丰富数据集进行PK-PD群体分析的一种有价值的技术。序贯PK-PD方法比同时分析更适合于丰富数据的分析。

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