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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?

机译:在西非互动群体中的数学建模与对非洲动物序列半眼瘤的术语 - 可以咬苍蝇在疾病的主要疾病中很重要?

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摘要

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 (R0) 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 R0 < 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 R0 1 when infected wildlife hosts were present. High tsetse populations revealed R0 <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.
机译:非洲锥虫病的动物(AAT)是由采采蝇和机械在西非咬苍蝇(tabanids和stomoxyines)周期性传送。 AAT造成刚果锥虫,T.间日疟原虫和锥虫锥虫是养牛业的一个主要威胁。数学模型涉及三个脊椎动物宿主(牛,小反刍动物和野生动物)和三个矢量蝇(舌蝇,tabanids和stomoxyines)的描述,以确定消除策略。被相对于野生动物感染的生长速率的易感人群周围(储存宿主)本使用下一代矩阵技术获得的基本再生数(R0)。用合适的Lyapunov函数的帮助下,稳定的无病的分析和建立特有均衡。预测模型的模拟通过解常微分方程的系统探索模型的行为呈现。在西南尼日利亚的操作区域是使用生成的相关数据模拟。在配制的模型中的R0 <1表示AAT的消除。综合运用杀虫剂处理目标和杀虫剂处理过的牛(ITT / ITC)影响了馈送采采蝇和其它叮咬蝇导致R0 1时被感染的野生动物宿主存在。高采采蝇种群揭示R0 <1为T.间日疟原虫当ITT和ITC施用,单独地或一起。 AAT的发射载体的消除可能花费在尼日利亚西南部了总额为$一百零五万六千九百九。因此,AAT西非只能通过策略性地施用杀虫剂定位所有发送载体,适当使用trypanocides的,和制度化国内和sylvatic区域之间的适当的屏障控制。

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