| Literature DB >> 35074016 |
Kat S Rock1,2, Ching-I Huang3,4, Ronald E Crump3,4, Paul R Bessell5, Paul E Brown3,4, Inaki Tirados6, Philippe Solano7, Marina Antillon8,9, Albert Picado10, Severin Mbainda11, Justin Darnas11, Emily H Crowley3,4, Steve J Torr6, Mallaye Peka11.
Abstract
BACKGROUND: In recent years, a programme of vector control, screening and treatment of gambiense human African trypanosomiasis (gHAT) infections led to a rapid decline in cases in the Mandoul focus of Chad. To represent the biology of transmission between humans and tsetse, we previously developed a mechanistic transmission model, fitted to data between 2000 and 2013 which suggested that transmission was interrupted by 2015. The present study outlines refinements to the model to: (1) Assess whether elimination of transmission has already been achieved despite low-level case reporting; (2) quantify the role of intensified interventions in transmission reduction; and (3) predict the trajectory of gHAT in Mandoul for the next decade under different strategies.Entities:
Keywords: Diagnostics; Elimination of transmission; Gambiense human African trypanosomiasis (gHAT); Glossina; Modelling; Tsetse; Validation; Vector control
Mesh:
Year: 2022 PMID: 35074016 PMCID: PMC8785021 DOI: 10.1186/s40249-022-00934-8
Source DB: PubMed Journal: Infect Dis Poverty ISSN: 2049-9957 Impact factor: 4.520
Comparison of the fits of previous and new models
| Changed items | Previous model | New model fit for 2000–2013 | New model fit for 2000-2019 |
|---|---|---|---|
| Active screening specificity | 100% | Estimated from data | Estimated from data |
| False positives in active screening | No FP | FP in stage 1 only | FP in either stage |
| Passive detection improvement rate | Doubling of stage 1 and stage 2 PS detection rates from 2015 | Doubling of stage 1 and stage 2 PS detection rates from 2015 | Stage 1 and stage 2 PS detection rates from 2015 were estimated from the data |
| Underreporting | Both stages | Stage 2 only | Stage 2 only |
| Vector control reduction after 4 months | 99% | 99% | Total reduction estimated from the data |
We describe the key differences between the previous Warwick gHAT model of Mahamat et al. [12] and the present study—the “new model”—when considering fits to previously available data (2000–2013) or the extended data sets (2000–2019)
FP false positive, PS passive screening
Future strategies (2020 onwards) considered in the present study
| Strategy name | AS coverage | PS | VC | Algorithm specificity (%) |
|---|---|---|---|---|
| MeanAS + VC (Imperfect Spec) | Mean of 2015–2019 | Continued | Continued | |
| MeanAS + VC | Mean of 2015–2019 | Continued | Continued | 100 |
| MeanAS | Mean of 2015–2019 | Continued | Stopped in 2021 | 100 |
| MaxAS | Max of 2000–2019 | Continued | Stopped in 2021 | 100 |
| Stop2021 | None from 2021 (mean in 2020) | Continued | Stopped in 2021 | 100 |
This table shows the five possible future strategies we simulated using the ensemble model. We denote the coverage of AS, assumptions around PS detection rates, the use of VC and the specificity of the AS algorithm in defining cases in the different columns
AS active screening, PS passive screening, VC vector control, Max maximum
Estimated percentage reduction in transmission by intervention since intensified strategy began
| Transmission reduction by intervention | Transmission | Transmission |
|---|---|---|
| 2013–2015 | 2013–2019 | |
| Total reduction (%) | 100.0 (99.7–100.0) | 100.0 (100.0–100.0) |
| Percentage of reduction attributed to AS and baseline PS | 19.9 (12.8–28.5) | 41.3 (27.4–55.7) |
| Percentage of reduction attributed to enhanced PS | 5.6 (1.2–18.3) | 23.6 (8.3–43.8) |
| Percentage of reduction attributed to VC | 74.0 (57.8–84.4) | 34.7 (13.9–58.2) |
Attributions to each strategy component are based on counterfactual strategy simulations. Medians are given with 95% credible intervals in brackets
AS active screening, PS passive screening, VC vector control
Fig. 2Projections to 2030. The ensemble model fitted to data during 2000–2019 was used to make projections under five different strategies. The baseline strategy, MeanAS + VC with imperfect specificity (), is denoted by grey boxes. With specificity improved to 100% from 2021, the strategy MeanAS + VC is denoted by purple boxes. Blue and red boxes are MeanAS and MaxAS strategies with AS screening specificity switching to 100% and stopping VC from 2021. Finally, Stop 2021 under which both AS and VC stop in 2021 is shown by the green boxes. All simulations assume PS remains at the level as estimated for 2019 and continues indefinitely. The top panel shows the level of AS assumed in the different projections, the second row shows the active case predictions, the third shows the passive case predictions and the forth shows the expected amount of new infections. The bottom row shows the probability of EOT for each year. AS: active screening; VC: vector control; Max: maximum; EOT: elimination of transmission
Fig. 1Comparison of previous and new model outputs. This figure panel shows the results of fitting to case data during A 2000–2013 using the previous model, B 2000–2013 using the new model, and C 2000–2019 using the new model. The solid black lines show the case data. Grey box and whiskers indicate years of model fits (median for centre line and 95% credible intervals for whiskers) and green box and whiskers denote model projections based on known active screening coverage