| Literature DB >> 26295805 |
Desarae Echevarria1, Alexander Gutfraind2, Basmattee Boodram3, Marian Major4, Sara Del Valle5, Scott J Cotler1, Harel Dahari6.
Abstract
BACKGROUND/AIM: New direct-acting antivirals (DAAs) provide an opportunity to combat hepatitis C virus (HCV) infection in persons who inject drugs (PWID). Here we use a mathematical model to predict the impact of a DAA-treatment scale-up on HCV prevalence among PWID and the estimated cost in metropolitan Chicago.Entities:
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Year: 2015 PMID: 26295805 PMCID: PMC4546683 DOI: 10.1371/journal.pone.0135901
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Schematic description of Martin et al. [17] mathematical model.
N represents the total PWID population (X+Tr+Z+C1+C2). Model parameters are described in Table 1.
Model parameters.
| Model parameter definition | Formula | Value [Range] | Units | Source |
|---|---|---|---|---|
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| θ | θ = 85 [50–200] | Per 1000 PWID annually | [ |
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| μ | μ = 0.085 [0.05–0.2] | Per year | [ |
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| π | Based on HRNAP π ∈[0–0.95] | Per year |
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| δ | δ = 0.26 [0.22–0.34] | Per PWID | [ |
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| ξ | ξ = 0.8 [0–0.8] | Per PWID | [ |
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| Φ | Φ = 0 [ | Per 1000 PWID annually | [ |
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| 1/ω | ω = 0.23 | Year | [ |
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| 1-σ | σ = 1 [0.75–1.0] | Per PWID | [ |
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| α | α = 0.9 | Per PWID | [ |
* In sensitivity analysis we keep the relationship θ = 1000*μ to maintain a steady population size.
** Calibrated for each population to produce the empirically observed prevalence rate before initiation of antiviral scale-up.
Fig 2The effect of immunity (parameter ξ) on HCV-RNA prevalence.
With no immunity (i.e., ξ = 0) HCV-RNA prevalence reaches steady state at 40% (solid black line). When 50% or 80% of cases result in immunity, HCV-RNA prevalence reaches steady state at 34% (solid gray line) or 31% (dashed gray line), respectively. All other model parameters were set as shown in Table 1 and π = 0.192. The simulations were initiated with one HCV-infected individual until it reached steady state with no treatment scale-up. On the x-axis each rectangle represents 50 years.
Fig 3Effect of baseline HCV-RNA prevalence and differential duration of scale-up campaign (10, 20 and 30 years).
Based on scale-up of 10 infection per 1000 PWID with a high proportion of cured infection (SVR 90%), a 12-week treatment duration, and acquired immunity (ξ = 0.8).
Prevalence and treatment scale-up estimates.
| Population | Approx. Pop. Size (n) | Median Age (IQR) | HCV-Ab+ prevalence, HABP (%) | HCV RNA+ prevalence HRNAP (%) | Infection rate (π) | Scale-up per 1000 PWID to halve the HCV RNA prevalence in 10 years [min-max] | ($M) over 10 years [min-max] |
|---|---|---|---|---|---|---|---|
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| 32,000 | 44 (35–52) | 59 | 47 | .289 | 35 [31–48] | 560 [496–768] |
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| 22,000 | 45 (35–52) | 38 | 30 | .187 | 19 [18–24] | 209 [198–264] |
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| 11,000 | 27 (24–28) | 14 | 10 | .15 | 5 [5–7] | 28 [28–39] |
HR, PWID in harm reduction programs;
@, based on the population estimate from Tempalski et al [20];
IQR, interquartile range;
A, data from the CDC-sponsored National HIV Behavioral Surveillance System (NHBS09) of 2009;
B data from the Third Collaborative Injection Drug Users (CIDUS III) study;
C was calculated using HRNAP~HABP *(1- ξδ) where ξ = 0.8 and δ = 0.26;
D, based on empirical data of HCV-RNA and HCV-Ab measurements (see Methods) which translated into δ = 0.34 [25]; M, million;
** based on sensitivity analysis (S2–S6 Tables).
*Note that sub-populations are overlapping (see Discussion).
Fig 4Resulting HRNAP after 10, 20 and 30 years of treating 10 infections per 1000 PWID with 90% SVR rate, 12-week treatment duration and acquired immunity (ξ = 0.8).
Predicted effect from Chicago’s overall baseline HRNAP (47%), Chicago’s harm reduction (HR) attending PWID (30%) and Chicago’s subpopulation with low baseline HRNAP (10%).