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Model-based inference from multiple dose time course data reveals Wolbachia effects on infection profiles of type 1 dengue virus in Aedes aegypti

机译:多剂量时程数据的基于模型的推断揭示了沃尔巴克氏菌对埃及伊蚊1型登革热病毒感染谱的影响

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摘要

Infection is a complex and dynamic process involving a population of invading microbes, the host and its responses, aimed at controlling the situation. Depending on the purpose and level of organization, infection at the organism level can be described by a process as simple as a coin toss, or as complex as a multi-factorial dynamic model; the former, for instance, may be adequate as a component of a population model, while the latter is necessary for a thorough description of the process beginning with a challenge with an infectious inoculum up to establishment or elimination of the pathogen. Experimental readouts in the laboratory are often static, snapshots of the process, assayed under some convenient experimental condition, and therefore cannot comprehensively describe the system. Different from the discrete treatment of infection in population models, or the descriptive summarized accounts of typical lab experiments, in this manuscript, infection is treated as a dynamic process dependent on the initial conditions of the infectious challenge, viral growth, and the host response along time. Here, experimental data is generated for multiple doses of type 1 dengue virus, and pathogen levels are recorded at different points in time for two populations of mosquitoes: either carrying endosymbiont bacteria Wolbachia or not. A dynamic microbe/host-response mathematical model is used to describe pathogen growth in the face of a host response like the immune system, and to infer model parameters for the two populations of insects, revealing a slight—but potentially important—protection conferred by the symbiont.
机译:感染是一个复杂而动态的过程,涉及一组入侵微生物,宿主及其反应,旨在控制这种状况。根据组织的目的和层次,可以通过简单的过程(如掷硬币)或复杂的(如多因素动态模型)来描述生物体感染。例如,前者可能足以作为种群模型的组成部分,而后者则是对过程的全面描述所必需的,从感染性接种的挑战开始直至病原体的建立或消除。实验室中的实验读数通常是静态的,是过程的快照,是在某些方便的实验条件下进行分析的,因此无法全面描述系统。与人群模型中感染的离散治疗或典型实验室实验的描述性总结描述不同,本手稿将感染视为动态过程,取决于感染挑战,病毒生长和宿主反应的初始条件时间。在这里,针对多种剂量的1型登革热病毒生成了实验数据,并且在两个时间段的蚊子的不同时间点记录了病原体水平:携带或不携带共生细菌Wolbachia。动态微生物/宿主反应数学模型用于描述面对宿主反应(如免疫系统)的病原体生长,并推断两个昆虫种群的模型参数,从而揭示了由昆虫赋予的轻微但潜在的重要保护作用。共生体。

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