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识别抗HIV治疗反应的显著协变量:基于机制的微分方程模型和经验半参数回归模型。

Identifying significant covariates for anti-HIV treatment response: mechanism-based differential equation models and empirical semiparametric regression models.

作者信息

Huang Yangxin, Liang Hua, Wu Hulin

机构信息

Department of Epidemiology and Biostatistics, College of Public Health, MDC 56, University of South Florida, Tampa, FL 33612, USA.

出版信息

Stat Med. 2008 Oct 15;27(23):4722-39. doi: 10.1002/sim.3272.

DOI:10.1002/sim.3272
PMID:18407583
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC2574674/
Abstract

In this paper, the mechanism-based ordinary differential equation (ODE) model and the flexible semiparametric regression model are employed to identify the significant covariates for antiretroviral response in AIDS clinical trials. We consider the treatment effect as a function of three factors (or covariates) including pharmacokinetics, drug adherence and susceptibility. Both clinical and simulated data examples are given to illustrate these two different kinds of modeling approaches. We found that the ODE model is more powerful to model the mechanism-based nonlinear relationship between treatment effects and virological response biomarkers. The ODE model is also better in identifying the significant factors for virological response, although it is slightly liberal and there is a trend to include more factors (or covariates) in the model. The semiparametric mixed-effects regression model is very flexible to fit the virological response data, but it is too liberal to identify correct factors for the virological response; sometimes it may miss the correct factors. The ODE model is also biologically justifiable and good for predictions and simulations for various biological scenarios. The limitations of the ODE models include the high cost of computation and the requirement of biological assumptions that sometimes may not be easy to validate. The methodologies reviewed in this paper are also generally applicable to studies of other viruses such as hepatitis B virus or hepatitis C virus.

摘要

在本文中,基于机制的常微分方程(ODE)模型和灵活的半参数回归模型被用于识别艾滋病临床试验中抗逆转录病毒反应的显著协变量。我们将治疗效果视为包括药代动力学、药物依从性和易感性这三个因素(或协变量)的函数。给出了临床和模拟数据示例以说明这两种不同的建模方法。我们发现,ODE模型在模拟治疗效果与病毒学反应生物标志物之间基于机制的非线性关系方面更具效力。ODE模型在识别病毒学反应的显著因素方面也更好,尽管它略显宽松,并且有在模型中纳入更多因素(或协变量)的趋势。半参数混合效应回归模型在拟合病毒学反应数据方面非常灵活,但在识别病毒学反应的正确因素方面过于宽松;有时可能会遗漏正确的因素。ODE模型在生物学上也是合理的,并且适用于各种生物学场景的预测和模拟。ODE模型的局限性包括计算成本高以及对生物学假设的要求,而这些假设有时可能不易验证。本文中综述的方法通常也适用于其他病毒的研究,如乙型肝炎病毒或丙型肝炎病毒。

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本文引用的文献

1
Hierarchical Bayesian methods for estimation of parameters in a longitudinal HIV dynamic system.用于纵向HIV动态系统参数估计的分层贝叶斯方法。
Biometrics. 2006 Jun;62(2):413-23. doi: 10.1111/j.1541-0420.2005.00447.x.
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Pharmacodynamics of antiretroviral agents in HIV-1 infected patients: using viral dynamic models that incorporate drug susceptibility and adherence.抗逆转录病毒药物在HIV-1感染患者中的药效学:使用纳入药物敏感性和依从性的病毒动力学模型。
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The relationship between virologic and immunologic responses in AIDS clinical research using mixed-effects varying-coefficient models with measurement error.在艾滋病临床研究中,使用带有测量误差的混合效应变系数模型研究病毒学与免疫学反应之间的关系。
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The study of long-term HIV dynamics using semi-parametric non-linear mixed-effects models.使用半参数非线性混合效应模型对长期HIV动态进行研究。
Stat Med. 2002 Dec 15;21(23):3655-75. doi: 10.1002/sim.1317.
8
Modelling viral and immune system dynamics.模拟病毒与免疫系统动力学。
Nat Rev Immunol. 2002 Jan;2(1):28-36. doi: 10.1038/nri700.
9
Population HIV-1 dynamics in vivo: applicable models and inferential tools for virological data from AIDS clinical trials.体内人群HIV-1动态变化:艾滋病临床试验病毒学数据的适用模型与推断工具
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