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2
Ross, macdonald, and a theory for the dynamics and control of mosquito-transmitted pathogens.罗斯、麦克唐纳和蚊虫传播病原体的动力学与控制理论。
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How important is vertical transmission in mosquitoes for the persistence of dengue? Insights from a mathematical model.垂直传播在蚊子中对于登革热的持续存在有多重要?来自数学模型的见解。
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Mapping the basic reproduction number (R₀) for vector-borne diseases: a case study on bluetongue virus.为虫媒传染病绘制基本繁殖数(R₀):以蓝舌病病毒为例。
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Importance of bird-to-bird transmission for the establishment of West Nile virus.鸟类之间传播对西尼罗河病毒传播的重要性。
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Mathematical modelling of American cutaneous leishmaniasis: incidental hosts and threshold conditions for infection persistence.美洲皮肤利什曼病的数学建模:偶然宿主与感染持续存在的阈值条件
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A model of the transmission of dengue fever with an evaluation of the impact of ultra-low volume (ULV) insecticide applications on dengue epidemics.一种登革热传播模型,并对超低容量(ULV)杀虫剂应用对登革热流行的影响进行评估。
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媒介传播疾病的R0:关于外在潜伏期时长假设的影响

R0 for vector-borne diseases: impact of the assumption for the duration of the extrinsic incubation period.

作者信息

Hartemink Nienke, Cianci Daniela, Reiter Paul

机构信息

1 Faculty of Veterinary Medicine, Utrecht University , Utrecht, The Netherlands .

出版信息

Vector Borne Zoonotic Dis. 2015 Mar;15(3):215-7. doi: 10.1089/vbz.2014.1684.

DOI:10.1089/vbz.2014.1684
PMID:25793478
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC4369930/
Abstract

Mathematical modeling and notably the basic reproduction number R0 have become popular tools for the description of vector-borne disease dynamics. We compare two widely used methods to calculate the probability of a vector to survive the extrinsic incubation period. The two methods are based on different assumptions for the duration of the extrinsic incubation period; one method assumes a fixed period and the other method assumes a fixed daily rate of becoming infectious. We conclude that the outcomes differ substantially between the methods when the average life span of the vector is short compared to the extrinsic incubation period.

摘要

数学建模,尤其是基本再生数R0,已成为描述媒介传播疾病动态的常用工具。我们比较了两种广泛使用的方法来计算媒介在外部潜伏期存活的概率。这两种方法基于对外部潜伏期持续时间的不同假设;一种方法假设为固定时长,另一种方法假设为固定的每日感染率。我们得出结论,当媒介的平均寿命与外部潜伏期相比很短时,两种方法的结果存在显著差异。