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首页> 外文期刊>Journal of pharmacokinetics and pharmacodynamics >Cluster Analysis: An Alternative Method for Covariate Selection in population Pharmacokinetic Modeling.
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Cluster Analysis: An Alternative Method for Covariate Selection in population Pharmacokinetic Modeling.

机译:聚类分析:人口药代动力学建模中的协变量选择。

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摘要

To be analyzed, the heterogeneity characterizing biological data calls for using appropriate models involving numerous variables. A high variable number could become problematic when one needs to determine a priori the most significant variable combination in order to reduce the inter-individual variability (IIV). Alternatively to multiple introductions of single variables, we propose a single introduction of a multivariate variable. We present cluster analysis as a stratification strategy that combines the initial single covariates to build a multivariate categorical covariate. It is an exploratory multivariate analysis that outlines homogeneous categories of individuals (clusters) according to similarities from the set of covariates. It includes many clustering techniques combining a distance measure and a linkage algorithm, and leading to various stratification patterns. The cluster analysis approach is illustrated by a case study on cortisol kinetics in 82 patients after intravenous bolus administration of synacthen (synthetic corticotropin). Using NONMEM, a basic infusion model was initially achieved for cortisol, and then a classical covariate selection was applied to improve IIV. The best fit was between the elimination rate constant k and the body mass index (BMI), which improved IIV of k. An alternative method is presented consisting in the population into homogeneous and non-overlapping groups by applying a cluster analysis. Such categorization (or clustering) was carried out using Euclidean distance and complete-linkage algorithm. This algorithm gave five dissimilar clusters that differed by increasing BMI, obesity duration, and waist-hip ratio. The dispersion of k according to the five clusters showed three distinctvariation ranges a priori, which corresponded a posteriori(after NONMEM modeling) to three sub-populations of k. After grouping the clusters that had similar variation ranges of k, we obtained three final clusters representing non-obese, intermediate, and extreme obese sub-populations. The pharmacokinetic model based on three clusters was better than the basic model, similar to the classical covariate model, but had a stronger interpretability: It showed that the stimulation and elimination of cortisol were higher in the extreme obese followed by intermediate then non-obese subjects.
机译:要分析,异质性表征生物数据要求使用涉及许多变量的适当模型。当一个人需要确定先验最重要的变量组合时,高可变数可能会出现问题,以减少单独的间可变性(IIV)。或者要多次介绍单个变量,我们提出单一引入多变量变量。我们将集群分析作为分层策略,将最初的单一协变量组合起来构建多元分类协变量。这是一个探索性多元分析,概述了均等类别的个体类别(集群)根据来自协变量的相似之处。它包括结合距离测量和链接算法的许多聚类技术,并导致各种分层模式。通过在静脉注射血管施用后82例患者静脉注射施氮后(合成皮质甾醇),通过案例研究进行群集分析方法。使用非梅姆,最初对皮质醇达到基本输液模型,然后应用经典的协变量选择来改善IIV。最合适的是在消除速率常数k和体重指数(BMI)之间,其改善了k的IIV。通过施加聚类分析,介绍一种替代方法将群体组成为均匀和非重叠组。使用欧几里德距离和完整连锁算法进行这样的分类(或聚类)。该算法通过增加BMI,肥胖持续时间和腰臀比,得到了五种不同的簇。 k根据五簇的k的分散显示三个明显的识别,其先验,其对应于k的三个子群的后验(非默米姆建模)。在分组具有相似变化范围的k的群集之后,我们获得了三个代表非肥胖,中级和极端肥胖子人群的最终集群。基于三个集群的药代动力学模型优于基本模型,类似于古典协变量模型,但具有更强的解释性:它表明,在极端肥胖的刺激和消除皮质醇中较高,然后是非肥胖的受试者。

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