首页> 外文期刊>Communications in Nonlinear Science and Numerical Simulation >Two routes of transmission for Nosema infections in a honeybee population model with polyethism and time-periodic parameters can lead to drastically different qualitative model behavior
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Two routes of transmission for Nosema infections in a honeybee population model with polyethism and time-periodic parameters can lead to drastically different qualitative model behavior

机译:具有多变和时间周期参数的蜜蜂群体模型中的发芽传播线的两条传播路线可以导致众所周知的定性模型行为

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Nosema ceranae is a widespread microsporidian parasite of the Western honeybee (Apis mellifera). We extend a previous mathematical model of the disease by including mass action infection as a second route of transmission. The underlying honeybee population model accounts for polyethism by considering hive and forager bees separately. It accounts for seasonal variations in honeybee biology by considering model parameters as time-periodic functions. The resulting model is too complex for an insightful rigorous analysis, wherefore we study it primarily with numerical techniques. Our results suggest that direct transmission alone can lead to chaotic behavior in the underlying model, but that this behavior is dampened or suppressed when both transmission routes are considered simultaneously. (C) 2020 Elsevier B.V. All rights reserved.
机译:Nosema Ceranae是西部蜜蜂(Apis Mellifera)的广泛生品孢子寄生虫。通过将大规模作用感染包括作为第二次速度,我们扩展了先前的疾病数学模型。通过分别考虑蜂巢和觅食蜜蜂,潜在的蜜蜂人口模型占多对象。它通过考虑模型参数作为时间周期性函数来占蜜蜂生物学的季节变化。由此产生的模型对于富有识别严格的分析来说太复杂,因此我们主要以数值技术研究。我们的结果表明,单独的直接传输可以导致底层模型中的混沌行为,但是当同时考虑两个传输路线时,这种行为被抑制或抑制。 (c)2020 Elsevier B.v.保留所有权利。

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