Evaluation of model-integrated evidence approaches for pharmacokinetic bioequivalence studies using model averaging methods

IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY
Henrik Bjugård Nyberg, Xiaomei Chen, Mark Donnelly, Lanyan Fang, Liang Zhao, Mats O. Karlsson, Andrew C. Hooker
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Abstract

Conventional approaches for establishing bioequivalence (BE) between test and reference formulations using non-compartmental analysis (NCA) may demonstrate low power in pharmacokinetic (PK) studies with sparse sampling. In this case, model-integrated evidence (MIE) approaches for BE assessment have been shown to increase power, but may suffer from selection bias problems if models are built on the same data used for BE assessment. This work presents model averaging methods for BE evaluation and compares the power and type I error of these methods to conventional BE approaches for simulated studies of oral and ophthalmic formulations. Two model averaging methods were examined: bootstrap model selection and weight-based model averaging with parameter uncertainty from three different sources, either from a sandwich covariance matrix, a bootstrap, or from sampling importance resampling (SIR). The proposed approaches increased power compared with conventional NCA-based BE approaches, especially for the ophthalmic formulation scenarios, and were simultaneously able to adequately control type I error. In the rich sampling scenario considered for oral formulation, the weight-based model averaging method with SIR uncertainty provided controlled type I error, that was closest to the target of 5%. In sparse-sampling designs, especially the single sample ophthalmic scenarios, the type I error was best controlled by the bootstrap model selection method.

Abstract Image

使用模型平均法评估药代动力学生物等效性研究的模型整合证据方法。
在取样稀少的药代动力学(PK)研究中,使用非室分析(NCA)确定试验制剂和参比制剂之间生物等效性(BE)的传统方法可能会显示出较低的功率。在这种情况下,用于生物等效性评估的模型整合证据(MIE)方法已被证明可以提高功率,但如果模型建立在用于生物等效性评估的相同数据上,则可能会出现选择偏倚问题。本研究提出了用于 BE 评估的模型平均法,并在口服制剂和眼用制剂的模拟研究中比较了这些方法与传统 BE 方法的功率和 I 型误差。研究考察了两种模型平均法:自引导模型选择法和基于权重的模型平均法,其参数不确定性来自三种不同的来源:夹心协方差矩阵、自引导法或抽样重要性重采样(SIR)。与传统的基于 NCA 的 BE 方法相比,所提出的方法提高了功率,尤其是在眼科制剂方案中,同时还能充分控制 I 型误差。在口服制剂的丰富取样方案中,基于权重的模型平均法与 SIR 不确定性控制了 I 类误差,最接近 5%的目标值。在稀疏抽样设计中,尤其是在单个眼科样本的情况下,自举模型选择法对 I 类误差的控制效果最好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
5.00
自引率
11.40%
发文量
146
审稿时长
8 weeks
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