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Modelling response time profiles in the absence of drug concentrations: definition and performance evaluation of the K-PD model.在无药物浓度情况下模拟响应时间曲线:K-PD模型的定义与性能评估
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A semimechanistic and mechanistic population PK-PD model for biomarker response to ibandronate, a new bisphosphonate for the treatment of osteoporosis.一种用于描述生物标志物对伊班膦酸钠(一种用于治疗骨质疏松症的新型双膦酸盐)反应的半机制和机制性群体药代动力学-药效学模型。
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模拟剂量-反应关系:药代动力学和药效学信息的合理分配

Modelling the dose-response relationship: the fair share of pharmacokinetic and pharmacodynamic information.

作者信息

González-Sales Mario, Nekka Fahima, Tanguay Mario, Tremblay Pierre-Olivier, Li Jun

机构信息

Faculty of Pharmacy, Université de Montréal, Montréal, Canada.

Inventiv Health Clinical, Montréal, Canada.

出版信息

Br J Clin Pharmacol. 2017 Jun;83(6):1240-1251. doi: 10.1111/bcp.13225. Epub 2017 Feb 14.

DOI:10.1111/bcp.13225
PMID:28035697
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC6396849/
Abstract

AIMS

The aim of this paper is to investigate the role of drug concentration samplings in the modelling of the dose-response relationship.

METHODS

Using an initial PK/PD model, a reference dataset was simulated. PK and PD samples were extracted to create reduced datasets. PK/PD and K-PD models were fitted to theses reduced datasets. Post hoc estimates from both types of models were compared to the initial PK/PD model and performance was assessed.

RESULTS

K-PD models were largely biased when the drug has a nonlinear elimination. PK/PD models with 1 PK and 2 PD samples were superior to K-PD models with 3 PD samples. PK/PD models with 1 or 2 PK samples and 3 PD samples proved to be superior to K-PD models with 4 PD samples.

CONCLUSIONS

K-PD models should not be used when the drug has nonlinear elimination. K-PD models should not replace PK/PD modelling but are an alternative approach if the PD information is large enough.

摘要

目的

本文旨在研究药物浓度采样在剂量反应关系建模中的作用。

方法

使用初始药代动力学/药效学(PK/PD)模型模拟一个参考数据集。提取PK和PD样本以创建简化数据集。将PK/PD和K-PD模型拟合到这些简化数据集。将两种模型的事后估计值与初始PK/PD模型进行比较,并评估性能。

结果

当药物具有非线性消除时,K-PD模型在很大程度上存在偏差。具有1个PK样本和2个PD样本的PK/PD模型优于具有3个PD样本的K-PD模型。事实证明,具有1个或2个PK样本和3个PD样本的PK/PD模型优于具有4个PD样本的K-PD模型。

结论

当药物具有非线性消除时,不应使用K-PD模型。K-PD模型不应取代PK/PD建模,但如果PD信息足够大,它是一种替代方法。