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A schistosomiasis compartment model with incubation and its optimal control

机译:具有孵化及其最优控制的血吸虫病舱模型

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A new mathematical model included an exposed compartment is established in consideration of incubation period of schistosoma in human body. The basic reproduction number is calculated to illustrate the threshold of disease outbreak. The existence of the disease free equilibrium and the endemic equilibrium are proved. Studies about stability behaviors of themodel are exploited. Moreover, control measure assessments are investigated in order to seek out effective control interventions for anti-schistosomiasis. Then, the corresponding optimal control problem according to the model is presented and solved. Theoretical analyses and numerical simulations induce several prevention and control strategies for anti-schistosomiasis. At last, a discussion is provided about our results and further work. Copyright (C) 2017 John Wiley & Sons, Ltd.
机译:在考虑到人体血吸虫的潜伏期,建立了一种新的数学模型。 计算基本的再现数量以说明疾病爆发的阈值。 证明了无疾病平衡和流行均衡的存在。 利用了关于主题的稳定行为的研究。 此外,研究了控制措施评估,以寻求抗血吸虫病的有效控制干预措施。 然后,提出和解决了根据模型的相应最佳控制问题。 理论分析和数值模拟诱导抗血吸虫病的几种预防和控制策略。 最后,提供了关于我们的结果和进一步工作的讨论。 版权所有(C)2017 John Wiley&Sons,Ltd。

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