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Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity?

African animal trypanosomosis (AAT) is transmitted cyclically by tsetse flies and mechanically by biting flies (tabanids and stomoxyines) in West Africa. AAT caused by Trypanosoma congolense, T. vivax and T. brucei brucei is a major threat to the cattle industry. A mathematical model involving three...

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Autores principales: Odeniran, Paul Olalekan, Onifade, Akindele Akano, MacLeod, Ewan Thomas, Ademola, Isaiah Oluwafemi, Alderton, Simon, Welburn, Susan Christina
Formato: Online Artículo Texto
Lenguaje:English
Publicado: Public Library of Science 2020
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC7679153/
https://www.ncbi.nlm.nih.gov/pubmed/33216770
http://dx.doi.org/10.1371/journal.pone.0242435
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author Odeniran, Paul Olalekan
Onifade, Akindele Akano
MacLeod, Ewan Thomas
Ademola, Isaiah Oluwafemi
Alderton, Simon
Welburn, Susan Christina
author_facet Odeniran, Paul Olalekan
Onifade, Akindele Akano
MacLeod, Ewan Thomas
Ademola, Isaiah Oluwafemi
Alderton, Simon
Welburn, Susan Christina
author_sort Odeniran, Paul Olalekan
collection PubMed
description African animal trypanosomosis (AAT) is transmitted cyclically by tsetse flies and mechanically by biting flies (tabanids and stomoxyines) in West Africa. AAT caused by Trypanosoma congolense, T. vivax and T. brucei brucei is a major threat to the cattle industry. A mathematical model involving three vertebrate hosts (cattle, small ruminants and wildlife) and three vector flies (Tsetse flies, tabanids and stomoxyines) was described to identify elimination strategies. The basic reproduction number (R(0)) was obtained with respect to the growth rate of infected wildlife (reservoir hosts) present around the susceptible population using a next generation matrix technique. With the aid of suitable Lyapunov functions, stability analyses of disease-free and endemic equilibria were established. Simulation of the predictive model was presented by solving the system of ordinary differential equations to explore the behaviour of the model. An operational area in southwest Nigeria was simulated using generated pertinent data. The R(0) < 1 in the formulated model indicates the elimination of AAT. The comprehensive use of insecticide treated targets and insecticide treated cattle (ITT/ITC) affected the feeding tsetse and other biting flies resulting in R(0) < 1. The insecticide type, application timing and method, expertise and environmental conditions could affect the model stability. In areas with abundant biting flies and no tsetse flies, T. vivax showed R(0) > 1 when infected wildlife hosts were present. High tsetse populations revealed R(0) <1 for T. vivax when ITT and ITC were administered, either individually or together. Elimination of the transmitting vectors of AAT could cost a total of US$ 1,056,990 in southwest Nigeria. Hence, AAT in West Africa can only be controlled by strategically applying insecticides targeting all transmitting vectors, appropriate use of trypanocides, and institutionalising an appropriate barrier between the domestic and sylvatic areas.
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spelling pubmed-76791532020-12-02 Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity? Odeniran, Paul Olalekan Onifade, Akindele Akano MacLeod, Ewan Thomas Ademola, Isaiah Oluwafemi Alderton, Simon Welburn, Susan Christina PLoS One Research Article African animal trypanosomosis (AAT) is transmitted cyclically by tsetse flies and mechanically by biting flies (tabanids and stomoxyines) in West Africa. AAT caused by Trypanosoma congolense, T. vivax and T. brucei brucei is a major threat to the cattle industry. A mathematical model involving three vertebrate hosts (cattle, small ruminants and wildlife) and three vector flies (Tsetse flies, tabanids and stomoxyines) was described to identify elimination strategies. The basic reproduction number (R(0)) was obtained with respect to the growth rate of infected wildlife (reservoir hosts) present around the susceptible population using a next generation matrix technique. With the aid of suitable Lyapunov functions, stability analyses of disease-free and endemic equilibria were established. Simulation of the predictive model was presented by solving the system of ordinary differential equations to explore the behaviour of the model. An operational area in southwest Nigeria was simulated using generated pertinent data. The R(0) < 1 in the formulated model indicates the elimination of AAT. The comprehensive use of insecticide treated targets and insecticide treated cattle (ITT/ITC) affected the feeding tsetse and other biting flies resulting in R(0) < 1. The insecticide type, application timing and method, expertise and environmental conditions could affect the model stability. In areas with abundant biting flies and no tsetse flies, T. vivax showed R(0) > 1 when infected wildlife hosts were present. High tsetse populations revealed R(0) <1 for T. vivax when ITT and ITC were administered, either individually or together. Elimination of the transmitting vectors of AAT could cost a total of US$ 1,056,990 in southwest Nigeria. Hence, AAT in West Africa can only be controlled by strategically applying insecticides targeting all transmitting vectors, appropriate use of trypanocides, and institutionalising an appropriate barrier between the domestic and sylvatic areas. Public Library of Science 2020-11-20 /pmc/articles/PMC7679153/ /pubmed/33216770 http://dx.doi.org/10.1371/journal.pone.0242435 Text en © 2020 Odeniran et al http://creativecommons.org/licenses/by/4.0/ This is an open access article distributed under the terms of the Creative Commons Attribution License (http://creativecommons.org/licenses/by/4.0/) , which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.
spellingShingle Research Article
Odeniran, Paul Olalekan
Onifade, Akindele Akano
MacLeod, Ewan Thomas
Ademola, Isaiah Oluwafemi
Alderton, Simon
Welburn, Susan Christina
Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity?
title Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity?
title_full Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity?
title_fullStr Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity?
title_full_unstemmed Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity?
title_short Mathematical modelling and control of African animal trypanosomosis with interacting populations in West Africa—Could biting flies be important in main taining the disease endemicity?
title_sort mathematical modelling and control of african animal trypanosomosis with interacting populations in west africa—could biting flies be important in main taining the disease endemicity?
topic Research Article
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC7679153/
https://www.ncbi.nlm.nih.gov/pubmed/33216770
http://dx.doi.org/10.1371/journal.pone.0242435
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