| Literature DB >> 34584901 |
Aaron G Lim1, Adam Trickey1, Laura H Thompson2, Faran Emmanuel2,3, Tahira E Reza3, Rosy Reynolds1, François Cholette4,5, Dessalegn Y Melesse2, Chris Archibald6, Paul Sandstrom4, James F Blanchard2, Peter Vickerman1.
Abstract
BACKGROUND: Pakistan's explosive human immunodeficiency virus (HIV) epidemic among people who inject drugs (PWID) varies widely across cities. We evaluated possible drivers for these variations.Entities:
Keywords: city-level associations; contextual factors; high-risk behavior; mathematical model; population-attributable fraction; professional injectors
Year: 2021 PMID: 34584901 PMCID: PMC8465332 DOI: 10.1093/ofid/ofab457
Source DB: PubMed Journal: Open Forum Infect Dis ISSN: 2328-8957 Impact factor: 3.835
Figure 1.Schematic of dynamic model of human immunodeficiency virus (HIV) transmission among people who inject drugs (PWID) incorporating risk factors (A) and disease progression due to chronic HIV infection (B). Risk factors are assumed to be independent.
Model Parameters With Associated Uncertainty Ranges/Distributions
| Parameters or Initial Conditions | Symbol | Baseline or Fitted Value (Uncertainty Distribution/Range) | Source/Comment |
|---|---|---|---|
| Demographic parameters | |||
| Recruitment rate to initiating use of professional injectors |
| … | Fitted to prevalence of using professional injectors, heroin use, and frequent injecting (ie, injecting ≥4 times per day) across cities in each round of the IBBS survey. Uncertainty is incorporated by sampling from normal distributions derived from conducting binomial trials on the data for each city. |
| Recruitment rate to initiating heroin use |
| … | |
| Recruitment rate to initiating frequent injecting |
| … | |
| Injecting duration |
| Range: 2.1 y in Peshawar (2008) to 10.8 y in Mirpurkhas (2016–2017) | IBBS city-level injecting duration estimates used—reciprocal gives the injecting cessation rate. Uncertainty incorporated through sampling uniformly between 0.5 and 2.0 times the point estimate of injecting duration. |
| Non-AIDS-related PWID mortality rate |
| Crude mortality rate for HIV-negative PWID: | Crude mortality rate for non-AIDS-related death among PWID, stratified by HIV status, came from systematic reviews [ |
| Population recruitment rate |
| Set | Assume inflow into model matches outflow due to non-AIDS-related deaths. |
| Epidemic parameters | |||
| HIV transmission rate per susceptible |
| Prior: (Uniform: 0–0.10) | Estimated in model calibration—see Methods |
| Relative risk of HIV infection due to use of professional injectors |
| Prior: (Uniform: 1–8) | Estimated in model calibration—see Methods |
| Relative risk of HIV infection due to heroin use |
| Prior: (Uniform: 1–8) | Estimated in model calibration—see Methods |
| Relative risk of HIV infection due to frequent injecting |
| Prior: (Uniform: 1–8) | Estimated in model calibration—see Methods |
| Enhanced HIV transmission risk by disease progression stage | |||
| Acute phase |
| Log-normal: 276 (95% CI, 131–509) | [ |
| Latent phase |
| Log-normal: 10.6 (95% CI, 7.6–13.3) | [ |
| Pre-AIDS phase |
| Log-normal: 76 (95% CI, 41.3–128) | [ |
| HIV progression parameters | |||
| Duration of acute to latent/chronic |
| Triangular: 2.90 (95% CI, 1.23–6.00) mo | [ |
| Duration of latent to pre-AIDS |
| Calculate duration of chronic phase using duration from seroconversion to AIDS | Derived using the formula: |
| Duration of pre-AIDS to AIDS or AIDS-related death |
| Triangular: 9.00 (95% CI, 4.81–14.0) mo | [ |
| Duration of seroconversion to AIDS |
| Triangular: 10.2 (95% CI, 9.7–10.5) y | [ |
| Initial conditions | |||
| Initial prevalence of using professional injectors | Uniform: 0–73.5% | City-specific data used from IBBS sampled within a range that gives an odds ratio of 0.5 to 2.0 compared to the point estimate. | |
| Initial prevalence of heroin use | Uniform: 0–99.0% | ||
| Initial prevalence of frequent injecting | Uniform: 0.8%–38.3% | ||
| Initial HIV prevalence | Uniform: 0–52.5% | Initial seeded HIV prevalence is sampled from a range between 0.1% and up to 1% of the HIV prevalence for that city at the first available data point. These HIV infections are distributed proportionately across the different risk categories and are assumed to be in the latent stage of HIV infection. | |
| Starting year of HIV epidemic | Uniform: 1980–1995 | Assumed to vary across cities and is sampled uniformly between 1980 and 1995 as informed by phylogenetic analyses (see Supplementary Materials for details). |
Rates are per year.
Abbreviations: CI, confidence interval; HIV, human immunodeficiency virus: IBBS, integrated biological and behavioral surveillance; PWID, people who inject drugs.
aIt is assumed that the risks of HIV infection due to use of professional injectors , heroin use , and frequent injecting are independent, so that the relative risk when multiple risk factors are present is multiplicative, eg, when 2 risk factors are present, the relative risks for their combinations are and when all 3 risks are present, the relative risk is .
Univariable and Multivariable Coefficients for City-Level Human Immunodeficiency Virus Status, From Mixed-Effects Regression Models With City and Round as Random Effects
| Variable | Univariable | Multivariable (Selection) | Multivariable (Final) | |||
|---|---|---|---|---|---|---|
| Coefficient (95% CI) | Coefficient (95% CI) | Coefficient (95% CI) | ||||
| Injecting duration (years) | 0.01 (–.02 to .03) | .649 | … | … | ||
| Injected 4 times per day last month | 0.60 (.28–.92) | <.001 | 0.47 (.22–.72) | <.001 | 0.47 (.23–.71) | <.001 |
| Used a used syringe, last time | 0.10 (–.06 to .27) | .229 | … | … | ||
| Same injection equipment used by others | 0.01 (–.36 to .38) | .966 | … | … | ||
| Currently lives on the street/lane | 0.09 (–.12 to .30) | .412 | … | … | ||
| Paid female sex worker for sex | –0.12 (–.33 to .09) | .258 | … | … | ||
| Paid man/hijra for sex | –0.19 (–.42 to .04) | .100 | … | … | ||
| Exchanged sex for money | –0.00 (–.20 to .19) | .965 | … | … | ||
| Uses Restoril (temazepam) (capsule)? | 0.06 (–.14 to .26) | .559 | … | … | ||
| Uses diazepam? | –0.22 (–.34 to –.09) | .001 | –0.06 (–.19 to .07) | .353 | … | |
| Uses heroin? | 0.26 (.17–.35) | <.001 | 0.11 (–.01 to .23) | .063 | 0.19 (.11–.26) | <.001 |
| Uses Pentazegon (pentazocine)? | –0.07 (–.31 to .17) | .570 | … | … | ||
| Uses Phenergan (promethazine)? | 0.04 (–.19 to .27) | .728 | … | … | ||
| Uses Sosegon (pentazocine)? | –0.14 (–.31 to .03) | .105 | … | … | ||
| Uses Marzine (cyclizine) (tablet)? | –0.03 (–.25 to .20) | .816 | … | … | ||
| Uses Tamgesic (buprenorphine)? | –0.20 (–.33 to –.07) | .002 | –0.05 (–.19 to .08) | .433 | … | |
| Uses other drugs? | 0.19 (–.03 to .40) | .084 | … | … | ||
| Did not always use clean syringe, last month | 0.06 (–.07 to .19) | .382 | … | … | ||
| Tried to clean used syringe/needle, last time | 0.24 (.04–.44) | .016 | 0.02 (–.12 to .16) | .795 | … | |
| Injected outdoors, last time | 0.19 (.02–.36) | .026 | 0.05 (–.08 to .18) | .433 | … | |
| Injected with others, last time | 0.31 (.10–.51) | .003 | 0.12 (–.03 to .28) | .110 | … | |
| Injected by professional, last month | 0.19 (.08–.31) | .001 | 0.02 (–.11 to .15) | .745 | … | |
| Injected by professional, last time | 0.43 (.26–.60) | <.001 | 0.19 (–.01 to .39) | .066 | 0.25 (.10–.40) | .001 |
Variables from the univariable analyses with P < .05 were entered into the final multivariable model.
Abbreviation: CI, confidence interval.
Figure 2.Scatterplot and corresponding data regression lines (solid black line showing the median, with dashed lines showing 95% confidence intervals [CIs]) and modeled regression lines (gray lines/shading) for the 57 city-level estimates of human immunodeficiency virus (HIV) prevalence against prevalence of using professional injectors (ProfInjUse), heroin use (HeroinUse), or frequent injecting (Inj4xpd). Note that the regression lines do not track the data points as closely as one would expect because the regression coefficients come from a model accounting for all 3 independent factors and the graphs shown are the regression lines projected onto the 2-dimensional plane with HIV prevalence and each of the risk factors separately.
Figure 3.Modeled overall human immunodeficiency virus (HIV) prevalence and HIV incidence, as well as overall prevalence of the 3 risk factors (use of professional injectors, heroin use, and frequent injecting), across all cities over time compared to published data estimates. The model for each city was calibrated to the 5 rounds of integrated biological and behavioral surveillance (IBBS) data on HIV prevalence at the city level. Both the modeled HIV prevalence projections and the IBBS data for each city were weighted by the estimated number of HIV infections among people who inject drugs in each city to give overall HIV prevalence projections and data estimates. The weighted data estimates only include cities with available data for the corresponding IBBS round, whereas the weighted model estimates include projections at each timepoint across all 25 cities. Overall HIV prevalence estimates were not fit to. HIV incidence is reported as new HIV infections per 100 person-years (PY).
Figure 4.Population-attributable fraction (PAF) of using professional injectors (ProfInjUse), heroin use (HeroinUse), frequent injecting (Inj4xpd), or all 3 risk factors combined to new human immunodeficiency virus (HIV) infections over 10 years from 2020 for each city and overall. The lines show the median, limits of boxes give 25th and 75th percentiles, and whiskers give the 95% uncertainty interval across the final model runs. The weighted estimate is obtained by first calculating the weighted average across cities for each model run (weighted average by estimated number of HIV infections in each city) and then calculating the median, interquartile range, and 95% uncertainty interval across these average estimates.