| Literature DB >> 25255131 |
Christopher Fitzpatrick1, Kingsley Asiedu1, Jean Jannin1.
Abstract
INTRODUCTION: A disabling and disfiguring disease that "begins where the road ends", yaws is targeted by WHO for eradication by the year 2020. The global campaign is not yet financed. To evaluate yaws eradication within the context of the post-2015 development agenda, we perform a somewhat allegorical cost-effectiveness analysis of eradication, comparing it to a counterfactual in which we simply wait for more roads (the end of poverty).Entities:
Mesh:
Year: 2014 PMID: 25255131 PMCID: PMC4177754 DOI: 10.1371/journal.pntd.0003165
Source DB: PubMed Journal: PLoS Negl Trop Dis ISSN: 1935-2727
Figure 1Compartmental (Markov) model of primary, secondary/latent and tertiary yaws.
See Table 1 for sources and comments related to the epidemiological parameters E1–E8. The eradication scenario and counterfactual are differentiated by the programmatic parameters P1–P3, also in Table 1, which allow for cure and return by primary and secondary/latent cases to the susceptible (at risk) population.
Epidemiological and programmatic parameters for the compartmental model.*
| Min | Max | Comment | ||
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| Basic reproduction number (R0) | 0.9 | 0.999 | This is the number of secondary cases generated by a single index case in the susceptible population, over the period given by |
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| Generation time (years) | 0.08 | 5 | The incubation period is less than 1 month on average and infectious relapses can happen for up to 5 years |
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| Annual exit rate of the susceptible (at risk) population (annual reduction in R0) | 2% | 7% | 50th and 75th centile values for the average rate of decline in the poverty headcount of 98 developing countries in the 15-year period 1999–2013 |
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| Adult mortality of the susceptible and infected population, as a proportion of the adult mortality rate of the general population (probability of dying between 15 to 60 years) | 1 | 1.2 | Yaws does not affect mortality, but mortality may be higher in poor, rural communities than in the general population. Adult mortality rate of the general population is a country-specific value |
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| Duration of primary stage before onset of secondary/latent stage (years), without treatment | 0.25 | 0.5 | Primary lesions usually heal after 3–6 months; secondary lesions appear a few weeks after the primary lesion and only 9–15% of patients have a primary lesion that persists at the onset of the secondary stage |
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| Probability of progression from secondary to tertiary stage, without treatment | 6% | 10% | This is an arbitrary but conservative range around the best estimate (10%) reported in the literature |
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| Duration of primary and secondary yaws before onset of tertiary yaws (years), without treatment | 5 | 10 | E5 and E7 are then used to determine the duration of secondary/latent yaws |
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| Ratio of latent to non-latent among secondary yaws cases | 2 | 6 | This is used to derive the percentage of secondary yaws cases that are latent (and conservatively assumed to be asymptomatic) |
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| Coverage (TCT round) | 90% | 99% | This is based on experience in the pilot sites |
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| Eligibility for treatment (TCT round) | 98% | 99% | This is based on age-disaggregated population data |
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| Cure rate | Normal distribution; see Comment. | Mean = 85.5% and standard deviation = 0.031. Based on primary endpoint (cure at 6 months) of the intention-to-treat population from a randomized controlled trial in Papua New Guinea | |
*See Figure 1 for a graphical representation of the model.
Figure 2Geographic distribution of the estimated population at risk in 12 known endemic countries.
The legend gives the quintile values for the population at risk living within one-degree latitude by one-degree longitude cells (approximately 100 km by 100 km). Map credit: NASA Goddard Space Flight Center Image by Reto Stöckli (land surface, shallow water, clouds). Available at http://visibleearth.nasa.gov/view.php?id=57752.
Cost benchmarks for the 12 countries of known endemicity.
| Economic | Financial | |||||
| Best | Low | High | Best | Low | High | |
| Drugs | 28 | 22 | 34 | 28 | 22 | 34 |
| Diagnostics | 0.7 | 0.4 | 1.1 | 0.7 | 0.4 | 1.1 |
| Delivery | 314 | 31 | 1008 | 193 | 57 | 503 |
| Clinical surveillance | 19 | 11 | 29 | 19 | 11 | 29 |
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| Total (excl. drugs) | 334 | 48 | 1038 | 213 | 74 | 522 |
Best estimates with 5th and 95th centiles, 2015 US$ millions*.
*See Supporting Information for the studies and regression models used to estimate economic and financial unit costs. The difference between economic and financial costs is explained in the methods.
Figure 3Years of life that could be lived without early-stage yaws, 2015–2050.
Years of life lived without early-stage yaws due to the eradication campaign. Early-stage yaws includes primary and secondary stage cases, but excludes latent cases. Points represent best estimates (means) and the vertical lines represent the 90% credible interval. The line on the y-axis gives the range of best estimates over the period. Photo credit: Henri Asse.
Figure 4Years of life that could be lived without late-stage yaws, 2015–2050.
Years of life lived without late-stage yaws due to the eradication campaign. Points represent best estimates (means) and the vertical lines represent the 90% credible interval. The line on the y-axis gives the range of best estimates over the period. Clinical symptoms of late-stage yaws are depicted on the left. Photo credit: MSF Epicentre.
Figure 5Cost per year of life that could be lived without yaws symptoms: Cost-effectiveness acceptability curve.
Cost per year of life lived without yaws symptoms due to the eradication campaign. Symptoms include those of primary, secondary (excluding latent) or tertiary yaws. The x-axis gives a range of possible thresholds for the acceptability of the cost per year of life lived without yaws symptoms (in US$). The y-axis gives the probability that the model is consistent with yaws eradication being cost-effective at a given threshold.