LaMont Cannon, Sophia Fehrman, Marilia Pinzone, Sam Weissman, Una O'Doherty
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In addition, we developed a machine-learning approach utilizing logistic regression to identify elements within the HIV genome most associated with proviral decay and persistence. By systematically analyzing proviruses that are deleted for a specific element, we gain insights into their role in reservoir contraction and expansion.</p><p><strong>Results: </strong>Our analyses indicate that biphasic decay models of intact reservoir dynamics were better than single-phase models with a stronger statistical fit. Based on the biphasic decay pattern of the intact reservoir, we estimated the half-lives of the first and second phases of decay to be 18.2 (17.3 to 19.2, 95%CI) and 433 (227 to 6400, 95%CI) months, respectively.In contrast, the dynamics of defective proviruses differed favoring neither model definitively, with an estimated half-life of 87.3 (78.1 to 98.8, 95% CI) months during the first phase of the biphasic model. Machine-learning analysis of HIV genomes at the nucleotide level revealed that the presence of the splice donor site D1 was the principal genomic element associated with contraction. This role of D1 was then validated in an <i>in vitro</i> system. Using the same approach, we additionally found supporting evidence that HIV <i>nef</i> may confer a protective advantage for latently infected T cells while <i>tat</i> was associated with clonal expansion.</p><p><strong>Conclusions: </strong>The nature of intact reservoir decay suggests that the long-lived HIV reservoir contains at least 2 distinct compartments. The first compartment decays faster than the second compartment. Our machine-learning analysis of HIV proviral sequences reveals specific genomic elements are associated with contraction while others are associated with persistence and expansion. 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In an effort to find new treatment strategies, we and others have focused on understanding the selection pressures exerted on the reservoir by studying how proviral sequences change over time.</p><p><strong>Methods: </strong>To gain insights into the dynamics of the HIV reservoir we analyzed longitudinal near full-length sequences from 7 people living with HIV between 1 and 20 years following the initiation of antiretroviral treatment. We used this data to employ Bayesian mixed effects models to characterize the decay of the reservoir using single-phase and multiphasic decay models based on near full-length sequencing. In addition, we developed a machine-learning approach utilizing logistic regression to identify elements within the HIV genome most associated with proviral decay and persistence. By systematically analyzing proviruses that are deleted for a specific element, we gain insights into their role in reservoir contraction and expansion.</p><p><strong>Results: </strong>Our analyses indicate that biphasic decay models of intact reservoir dynamics were better than single-phase models with a stronger statistical fit. Based on the biphasic decay pattern of the intact reservoir, we estimated the half-lives of the first and second phases of decay to be 18.2 (17.3 to 19.2, 95%CI) and 433 (227 to 6400, 95%CI) months, respectively.In contrast, the dynamics of defective proviruses differed favoring neither model definitively, with an estimated half-life of 87.3 (78.1 to 98.8, 95% CI) months during the first phase of the biphasic model. Machine-learning analysis of HIV genomes at the nucleotide level revealed that the presence of the splice donor site D1 was the principal genomic element associated with contraction. This role of D1 was then validated in an <i>in vitro</i> system. Using the same approach, we additionally found supporting evidence that HIV <i>nef</i> may confer a protective advantage for latently infected T cells while <i>tat</i> was associated with clonal expansion.</p><p><strong>Conclusions: </strong>The nature of intact reservoir decay suggests that the long-lived HIV reservoir contains at least 2 distinct compartments. The first compartment decays faster than the second compartment. Our machine-learning analysis of HIV proviral sequences reveals specific genomic elements are associated with contraction while others are associated with persistence and expansion. 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引用次数: 0
摘要
背景:治愈艾滋病病毒的主要障碍是在感染早期建立病毒库。为了找到新的治疗策略,我们和其他人通过研究前病毒序列如何随时间变化,重点了解了对病毒库施加的选择压力:为了深入了解艾滋病病毒库的动态变化,我们分析了 7 名艾滋病病毒感染者在开始接受抗逆转录病毒治疗后 1 到 20 年间的纵向近全长序列。我们利用这些数据采用贝叶斯混合效应模型,使用基于近全长测序的单相和多相衰减模型来描述病毒库的衰减特征。此外,我们还开发了一种机器学习方法,利用逻辑回归来识别 HIV 基因组中与前病毒衰变和持久性最相关的元素。通过系统分析因特定元素而被删除的前病毒,我们深入了解了它们在病毒库收缩和扩张中的作用:我们的分析表明,完整病毒库动态的双相衰减模型比单相模型更好,统计拟合度更高。根据完整病毒库的双相衰变模式,我们估计衰变第一阶段和第二阶段的半衰期分别为 18.2 个月(17.3 到 19.2 个月,95%CI)和 433 个月(227 到 6400 个月,95%CI)。相比之下,有缺陷的前病毒的动态变化则不同,两种模式都没有明确的优势,双相模式第一阶段的半衰期估计为 87.3 个月(78.1 到 98.8 个月,95%CI)。对 HIV 基因组进行核苷酸水平的机器学习分析表明,剪接供体位点 D1 的存在是与收缩相关的主要基因组元素。D1 的这一作用随后在体外系统中得到了验证。使用同样的方法,我们还发现了支持性证据,即 HIV nef 可能会给潜伏感染的 T 细胞带来保护性优势,而 tat 则与克隆扩增有关:完整病毒库衰变的性质表明,长寿命的 HIV 病毒库至少包含两个不同的部分。第一部分比第二部分衰减得更快。我们对 HIV 病毒序列的机器学习分析表明,特定的基因组元素与收缩有关,而其他元素则与持续存在和扩展有关。随着时间的推移,这些对立的力量共同塑造了病毒库。
Machine Learning Bolsters Evidence That D1, Nef, and Tat Influence HIV Reservoir Dynamics.
Background: The primary hurdle to curing HIV is due to the establishment of a reservoir early in infection. In an effort to find new treatment strategies, we and others have focused on understanding the selection pressures exerted on the reservoir by studying how proviral sequences change over time.
Methods: To gain insights into the dynamics of the HIV reservoir we analyzed longitudinal near full-length sequences from 7 people living with HIV between 1 and 20 years following the initiation of antiretroviral treatment. We used this data to employ Bayesian mixed effects models to characterize the decay of the reservoir using single-phase and multiphasic decay models based on near full-length sequencing. In addition, we developed a machine-learning approach utilizing logistic regression to identify elements within the HIV genome most associated with proviral decay and persistence. By systematically analyzing proviruses that are deleted for a specific element, we gain insights into their role in reservoir contraction and expansion.
Results: Our analyses indicate that biphasic decay models of intact reservoir dynamics were better than single-phase models with a stronger statistical fit. Based on the biphasic decay pattern of the intact reservoir, we estimated the half-lives of the first and second phases of decay to be 18.2 (17.3 to 19.2, 95%CI) and 433 (227 to 6400, 95%CI) months, respectively.In contrast, the dynamics of defective proviruses differed favoring neither model definitively, with an estimated half-life of 87.3 (78.1 to 98.8, 95% CI) months during the first phase of the biphasic model. Machine-learning analysis of HIV genomes at the nucleotide level revealed that the presence of the splice donor site D1 was the principal genomic element associated with contraction. This role of D1 was then validated in an in vitro system. Using the same approach, we additionally found supporting evidence that HIV nef may confer a protective advantage for latently infected T cells while tat was associated with clonal expansion.
Conclusions: The nature of intact reservoir decay suggests that the long-lived HIV reservoir contains at least 2 distinct compartments. The first compartment decays faster than the second compartment. Our machine-learning analysis of HIV proviral sequences reveals specific genomic elements are associated with contraction while others are associated with persistence and expansion. Together, these opposing forces shape the reservoir over time.