Law M G, Prestage G, Grulich A, Van de Ven P, Kippax S
National Centre in HIV Epidemiology and Clinical Research, University of New South Wales, Darlinghurst, NSW 2010, Australia.
AIDS. 2001 Jul 6;15(10):1287-94. doi: 10.1097/00002030-200107060-00011.
To assess the competing effects on HIV incidence in homosexual men of the decreased infectiousness of men with HIV receiving effective combination antiretroviral treatments and homosexual men engaging in unprotected anal intercourse with increased numbers of partners (levels of unsafe sex).
A mathematical model of HIV transmission in homosexual men was developed, based on the HIV epidemic in Australia in 1996, when effective antiretroviral treatments first became widely available. Uncertainties in parameters were modelled using 1000 simulations. The effect of treatments on decreasing infectiousness was randomly sampled with a median 10-fold decrease in infectiousness (range 100-fold to no decrease). Levels of unsafe sex were randomly sampled with a median 50% increase in unsafe sex (range 100% to no increase). The percentage change in HIV incidence after one year was obtained by comparison with a null model in which there was no decrease in infectiousness as a result of treatment and no change in unsafe sex.
Results of the models suggested that whereas increased levels of unsafe sex were linearly associated with increases in HIV incidence, decreases in infectiousness because of treatments were non-linearly associated with decreases in HIV incidence. An assessment of the competing effects suggested that decreases in infectiousness of two-, five-, and 10-fold would be counterbalanced by increases in unsafe sex of approximately 40, 60 and 70%, respectively.
These models suggest that apparently large decreases in infectiousness as a result of treatment could be counterbalanced in terms of new HIV infections by much more modest increases in unsafe sex.
评估接受有效联合抗逆转录病毒治疗的艾滋病毒感染者传染性降低以及与更多性伴侣进行无保护肛交(不安全性行为水平)的男同性恋者对艾滋病毒发病率的竞争影响。
基于1996年澳大利亚的艾滋病毒疫情建立了男同性恋者中艾滋病毒传播的数学模型,当时有效抗逆转录病毒治疗首次广泛可用。使用1000次模拟对参数的不确定性进行建模。治疗对降低传染性的影响通过随机抽样,传染性中位数降低10倍(范围为100倍至无降低)。不安全性行为水平通过随机抽样,不安全性行为中位数增加50%(范围为100%至无增加)。通过与一个零模型比较得出一年后艾滋病毒发病率的百分比变化,在该零模型中,治疗不会导致传染性降低,且不安全性行为无变化。
模型结果表明,虽然不安全性行为水平的增加与艾滋病毒发病率的增加呈线性相关,但治疗导致的传染性降低与艾滋病毒发病率的降低呈非线性相关。对竞争影响的评估表明,传染性降低2倍、5倍和10倍将分别被不安全性行为增加约40%、60%和70%所抵消。
这些模型表明,治疗导致的传染性显著降低在新的艾滋病毒感染方面可能会被不安全性行为更为适度的增加所抵消。