| Literature DB >> 28953330 |
Hannah Grant1, Zindoga Mukandavire1, Robyn Eakle1,2, Holly Prudden1, Gabriela B Gomez1,3, Helen Rees1,2, Charlotte Watts1.
Abstract
INTRODUCTION: Oral pre-exposure prophylaxis (PrEP) is a promising new prevention approach for those most at risk of HIV infection. However, there are concerns that behavioural disinhibition, specifically reductions in condom use, might limit PrEP's protective effect. This study uses the case of female sex workers (FSWs) in Johannesburg, South Africa, to assess whether decreased levels of condom use following the introduction of PrEP may limit HIV risk reduction.Entities:
Keywords: HIV; behaviour change; condom migration; mathematical models; pre-exposure prophylaxis; risk compensation; sexually transmitted infections
Mesh:
Year: 2017 PMID: 28953330 PMCID: PMC5640310 DOI: 10.7448/IAS.20.1.21744
Source DB: PubMed Journal: J Int AIDS Soc ISSN: 1758-2652 Impact factor: 5.396
Figure 1.Break-even condom consistencies following introduction of PrEP.
In the case of a single partner population, the figure describes the break-even condom consistencies (the levels that condom use could be reduced to, following introduction of PrEP) such that HIV risk is not increased on PrEP. These break-even levels are shown for baseline condom consistencies between 30% and 100%, and corresponding to six different levels of achieved PrEP effectiveness ranging from 35% to 85% (85% corresponding to the level of condom efficacy assumed in this study).
Figure 2.Percentage reduction in condom consistency tolerated with a single partner population for HIV risk not to increase on PrEP, accounting for the effect of STIs on HIV risk.
For different baseline condom consistencies between 30 and 95%, the figure describes the percentage reduction in condom consistency that could be tolerated on PrEP corresponding to six different levels of achieved PrEP effectiveness, ranging from 35 to 85% (85% corresponding to the level of condom efficacy assumed in this study).
Maximum tolerated % reduction in condom consistency with clients (consistency with regular partners held constant) to still achieve 50% or 90% reductions in HIV risk on PrEP, for different levels of PrEP effectiveness achieved
| Accounting for STIs | Not accounting for STIs | Accounting for STIs | Not accounting for STIs | Accounting for STIs | Not accounting for STIs | Accounting for STIs | Not accounting for STIs | Accounting for STIs | Not accounting for STIs | Accounting for STIs | Not accountingfor STIs | |||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Initial condom consistency | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) | Base | (LR,HR) |
| 90% | 6% | (−3%,-3%) | 6% | (−3%, 3%) | - | - | - | - | 57% | (−27%, 26%) | 57% | (−28%, 39%) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | 56% | (−27%,19%) | 57% | (−28%,37%) |
| 80% | 8% | (−3%,-5%) | 8% | (−3%,2%) | - | - | - | - | 76% | (−31%,24%) | 77% | (−31%, 23%) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | 75% | (−29%,20%) | 76% | (−31%,24%) |
| 70% | 10% | (−3%,-6%) | 11% | (−4%,2%) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | 100% | (*,*) | 100% | (*,*) |
| 50% | 18% | (−4%,-13%) | 19% | (−5%,2%) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | 100% | (*,*) | 100% | (*,*) |
| 30% | 37% | (−6%,-29%) | 38% | (−7%,0%) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | - | - | - | - | 100% | (*,*) | 100% | (*,*) | 100% | (*,*) | 100% | (*,*) |
For each level of PrEP effectiveness demonstrated, the table shows the % reduction in condom consistency that could be tolerated, from varying levels of initial condom consistency, to achieve either 50% or 90% HIV-risk reduction. The results are shown for both the case that STIs are accounted for in the HIV risk equations, as well as the case that they are not. The results are shown for the base case parameterization of the model, as well as the boundary cases explored through the first sensitivity analysis of high- and low-risk FSW. They assume that condom consistency with regular partners remains constant at 10% before and after introduction of PrEP. The results corresponding to the case that condom consistency with regular partners drops from 10% to 0% following the introduction of PrEP is shown in Table S4 in the Supplementary Materials.
“–” indicates that achievement of the risk reduction is not possible. “*” indicates full migration will still result in higher levels of risk reduction. “Base” refers to the main calculated results undertaken using the baseline parameter values. HR stands for high risk and LR stands for low risk FSW, and the results calculated in the sensitivity analysis for the boundary parameter cases. A graphic depiction of the results corresponding to achievement of 50% HIV risk reduction on PrEP is given in Supplementary Equations, Figure S1.