Comparison of empirical and dynamic models for HIV viral load rebound after treatment interruption.

Ante Bing, Yuchen Hu, Melanie Prague, Alison L Hill, Jonathan Z Li, Ronald J Bosch, Victor De Gruttola, Rui Wang
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Abstract

Objective: To compare empirical and mechanistic modeling approaches for describing HIV-1 RNA viral load trajectories after antiretroviral treatment interruption and for identifying factors that predict features of viral rebound process.

Methods: We apply and compare two modeling approaches in analysis of data from 346 participants in six AIDS Clinical Trial Group studies. From each separate analysis, we identify predictors for viral set points and delay in rebound. Our empirical model postulates a parametric functional form whose parameters represent different features of the viral rebound process, such as rate of rise and viral load set point. The viral dynamics model augments standard HIV dynamics models-a class of mathematical models based on differential equations describing biological mechanisms-by including reactivation of latently infected cells and adaptive immune response. We use Monolix, which makes use of a Stochastic Approximation of the Expectation-Maximization algorithm, to fit non-linear mixed effects models incorporating observations that were below the assay limit of quantification.

Results: Among the 346 participants, the median age at treatment interruption was 42. Ninety-three percent of participants were male and sixty-five percent, white non-Hispanic. Both models provided a reasonable fit to the data and can accommodate atypical viral load trajectories. The median set points obtained from two approaches were similar: 4.44 log10 copies/mL from the empirical model and 4.59 log10 copies/mL from the viral dynamics model. Both models revealed that higher nadir CD4 cell counts and ART initiation during acute/recent phase were associated with lower viral set points and identified receiving a non-nucleoside reverse transcriptase inhibitor (NNRTI)-based pre-ATI regimen as a predictor for a delay in rebound.

Conclusion: Although based on different sets of assumptions, both models lead to similar conclusions regarding features of viral rebound process.

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治疗中断后艾滋病毒病毒载量反弹的经验模型和动态模型比较。
目的:比较经验建模法和机理建模法,以描述抗逆转录病毒治疗中断后 HIV-1 RNA 病毒载量的变化轨迹,并确定预测病毒反弹过程特征的因素:我们在分析六项艾滋病临床试验组研究中 346 名参与者的数据时,采用并比较了两种建模方法。从每项单独的分析中,我们确定了病毒设定点和反弹延迟的预测因素。我们的经验模型假设了一种参数函数形式,其参数代表了病毒反弹过程的不同特征,如上升速度和病毒载量设定点。病毒动力学模型通过将潜伏感染细胞的再活化和适应性免疫反应包括在内,增强了标准的 HIV 动力学模型--一类基于描述生物机制的微分方程的数学模型。我们使用了Monolix,它采用了期望最大化随机逼近算法,拟合了非线性混合效应模型,其中包含了低于检测定量限的观察结果:在 346 名参与者中,中断治疗时的中位年龄为 42 岁。93%的参与者为男性,65%为非西班牙裔白人。两种模型都能合理拟合数据,并能适应非典型病毒载量轨迹。两种方法得出的设定点中位数相似:经验模型得出的设定点中位数为 4.44 log10 copies/mL,病毒动态模型得出的设定点中位数为 4.59 log10 copies/mL。两种模型都显示,较高的 CD4 细胞计数和在急性期/新发期开始抗逆转录病毒疗法与较低的病毒载定点有关,并确定接受非核苷类逆转录酶抑制剂(NNRTI)为基础的前抗逆转录病毒疗法是推迟反弹的预测因素:结论:尽管两种模型基于不同的假设,但就病毒反弹过程的特征得出了相似的结论。
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Study design approaches for future active-controlled HIV prevention trials. The role of randomization inference in unraveling individual treatment effects in early phase vaccine trials. Nonlinear mixed-effects models for HIV viral load trajectories before and after antiretroviral therapy interruption, incorporating left censoring. Estimation and interpretation of vaccine efficacy in COVID-19 randomized clinical trials Sample size calculation for active-arm trial with counterfactual incidence based on recency assay.
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