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西格玛病毒的流行率和持续存在情况,西格玛病毒是一种双亲传播的寄生虫……(原文此处不完整)

The prevalence and persistence of sigma virus, a biparentally transmitted parasite of .

作者信息

Wayne Marta L, Blohm Gabriela M, Brooks Mollie E, Regan Kerry L, Brown Brennin Y, Barfield Michael, Holt Robert D, Bolker Benjamin M

机构信息

Department of Biology, University of Florida, Gainesville, Florida, USA ; Emerging Pathogens Institute, University of Florida, Gainesville, Florida, USA ; UF Genetics Institute, University of Florida, Gainesville, Florida, USA.

Department of Biology, University of Florida, Gainesville, Florida, USA.

出版信息

Evol Ecol Res. 2011;13:323-345.

Abstract

QUESTION

How do vertically transmitted parasites persist?

ORGANISMS

(host) and sigma virus (parasite).

FIELD SITE

Peach stands in northern Georgia, USA, on a transect between Macon and Athens.

EMPIRICAL METHODS

We estimated prevalence in the field. We also estimated male and female transmission in the laboratory, using field-collected animals as parents. We further quantified patrilineal (father to son) transmission in the laboratory, and estimated cost of infection (virulence) by quantifying decreased egg production of infected flies.

MATHEMATICAL METHODS

Discrete-time, deterministic models for prevalence; analysis of stability of disease-free and endemic equilibria; numerical computation of equilibria based on empirical estimates.

KEY ASSUMPTIONS

Random mating, discrete generations, cost of infection to females only.

PREDICTIONS AND CONCLUSIONS

The model allows persistence under parameter estimates obtained for this population. Uncertainty in parameters leads to wide confidence intervals on the predicted prevalence, which may be systematically underestimated due to Jensen's inequality. Male transmission is required for persistence, and multiple generations of strictly patrilineal transmission are possible in the laboratory, albeit with decreasing transmission efficiency.

摘要

问题

垂直传播的寄生虫是如何持续存在的?

生物

(宿主)和西格玛病毒(寄生虫)。

实地研究地点

美国佐治亚州北部的桃树种植园,位于梅肯和雅典之间的一条样带上。

实证方法

我们估计了野外的患病率。我们还在实验室中使用野外采集的动物作为亲本估计了雌雄传播情况。我们在实验室中进一步量化了父系(从父亲到儿子)传播,并通过量化受感染果蝇产卵量的减少来估计感染成本(毒力)。

数学方法

患病率的离散时间确定性模型;无病和地方病平衡点的稳定性分析;基于实证估计的平衡点数值计算。

关键假设

随机交配、离散世代、仅对雌性有感染成本。

预测与结论

该模型在针对该种群获得的参数估计下允许持续存在。参数的不确定性导致预测患病率的置信区间很宽,由于詹森不等式,患病率可能会被系统性低估。持续存在需要雄性传播,并且在实验室中可能会有多代严格的父系传播,尽管传播效率会降低。

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