About contamination by sterile females and residual male fertility on the effectiveness of the sterile insect technique. Impact on disease vector control and disease control

IF 1.9 4区 数学 Q2 BIOLOGY Mathematical Biosciences Pub Date : 2024-02-20 DOI:10.1016/j.mbs.2024.109165
Y. Dumont , I.V. Yatat-Djeumen
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Abstract

The sterile insect technique (SIT) is a technique to control pests and vectors of diseases by releasing mainly sterile males. Several challenges need to be solved before large-scale field application in order to guarantee its success. In this paper we intend to focus on two important issues: residual fertility in released (sterile) males and contamination of each release by sterile females. Indeed, sterile males are never 100% sterile, that is there is always a small proportion, ɛ, of fertile males (sperm of) within the sterile males population. Among the sterile insects that are released, a certain proportion, ϵF, of them are sterile females due to imperfect mechanical sex-separation technique. This can be particularly problematic when arthropod viruses are circulating, because mosquito females, even sterile, are vectors of diseases. Various upper bound values are given in the entomological literature for ϵF and ɛ without clear explanations. In this work, we aim to show that these values are related to the biological parameters of the targeted vector, the sterile insects release rate, and the epidemiological parameters of a vector-borne disease, like Dengue. We extend results studied separately in Aronna and Dumont (2020), Dumont and Yatat-Djeumen (2022). To study the impact of both issues, we develop and study a SIT-entomological-epidemiological mathematical model, with application to Dengue. Qualitative analysis of the model is carried out to highlight threshold values that shape the overall dynamics of the system. We show that vector elimination is possible only when Nɛ<1, where N is the basic-offspring number related to the targeted wild population. To ensure the success of SIT control, we recommend that the issue of residual fertility be addressed as a priority and then that contamination by sterile females be minimized with each release.

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不育雌虫污染和雄虫残留生殖力对昆虫不育技术效果的影响。对病媒控制和疾病控制的影响。
昆虫不育技术(SIT)是一种主要通过释放不育雄虫来控制害虫和病媒的技术。在大规模田间应用之前,有几个难题需要解决,以保证其成功。在本文中,我们将重点讨论两个重要问题:释放(不育)雄虫的剩余生育力和每次释放的不育雌虫的污染。事实上,不育雄虫永远不会 100%不育,也就是说,在不育雄虫群体中总有一小部分可育雄虫(精子)。在释放的不育昆虫中,由于机械性别分离技术不完善,有一定比例的不育雌虫ϵF。当节肢动物病毒流行时,这可能会造成特别大的问题,因为雌性蚊子即使是不育的,也是疾病的传播媒介。昆虫学文献中给出了各种ϵF 和ɛ 的上限值,但没有明确的解释。在这项工作中,我们旨在说明这些值与目标病媒的生物参数、不育昆虫释放率以及病媒传播疾病(如登革热)的流行病学参数有关。我们扩展了 Aronna 和 Dumont (2020)、Dumont 和 Yatat-Djeumen (2022) 分别研究的结果。为了研究这两个问题的影响,我们开发并研究了一个适用于登革热的 SIT- 发病率-流行病学数学模型。我们对模型进行了定性分析,以突出影响系统整体动态的临界值。我们发现,只有当 Nɛ<1(其中 N 是与目标野生种群相关的基本后代数量)时,才有可能消灭病媒。为确保 SIT 控制的成功,我们建议优先解决剩余生育力问题,然后在每次释放时尽量减少不育雌虫的污染。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Mathematical Biosciences
Mathematical Biosciences 生物-生物学
CiteScore
7.50
自引率
2.30%
发文量
67
审稿时长
18 days
期刊介绍: Mathematical Biosciences publishes work providing new concepts or new understanding of biological systems using mathematical models, or methodological articles likely to find application to multiple biological systems. Papers are expected to present a major research finding of broad significance for the biological sciences, or mathematical biology. Mathematical Biosciences welcomes original research articles, letters, reviews and perspectives.
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