估计 SVCV 的水传播并预测实验性流行病的发展:使用机器学习方法进行建模研究

IF 5.1 Q1 ENVIRONMENTAL SCIENCES
Jiaji Pan , Qijin Zeng , Wei Qin , Jixiang Chu , Haibo Jiang , Haiyan Chang , Jun Xiao , Hao Feng
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引用次数: 0

摘要

病毒性传染病严重威胁着淡水鱼养殖业的可持续性。由于缺乏对流行病传播模式和机制的研究,因此无法从兽医公共卫生的角度制定遏制策略。本研究提出了一种考虑水体传播的流行病数学模型,旨在更准确地分析传播过程。通过模型参数(包括水传播系数)推导出基本繁殖数 R0,并将其用于病毒传播分析。鲤鱼春季病毒(SVCV)和斑马鱼分别作为模型病毒和动物进行传播实验。通过水道连接两个水族箱,但阻断鱼类在水族箱之间的活动,从而实现水中传播。根据收集到的实验数据,我们确定了最佳混合机器学习算法,利用已建立的数学模型分析传播过程。此外,我们还利用流行病模型和最优算法对未来的传播进行了预测和验证。最后,基于修改后的复杂流行病模型,对模型参数的敏感性和 R0 的变化进行了模拟。这项研究为通过控制模型参数和遏制措施来最小化 R0 提供了理论指导,具有重要意义。更重要的是,由于修改后的模型和算法在处理淡水鱼传播问题时表现出更好的性能,本研究推动了未来在淡水鱼养殖中应用更大数据集的传染病模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimating SVCV waterborne transmission and predicting experimental epidemic development: A modeling study using a machine learning approach

Viral infectious diseases significantly threaten the sustainability of freshwater fish aquaculture. The lack of studies on epidemic transmission patterns and mechanisms inhibits the development of containment strategies from the viewpoint of veterinary public health. This study raises an epidemic mathematical model considering water transmission with the aim of analyzing the transmission process more accurately. The basic reproduction number R0 was derived by the model parameter including the water transmission coefficient and was used for the analysis of the virus transmission. Spring viremia of carp virus (SVCV) and zebrafish were used as model viruses and animals, respectively, to conduct the transmission experiment. Transmission through water was achieved by connecting two aquarium tanks with a water channel but blocking the fish movement between the tanks. With the collected experimental data, we determined the optimal hybrid machine learning algorithm to analyze the transmission process using an established mathematical model. In addition, future transmission was predicted and validated using the epidemic model and an optimal algorithm. Finally, the sensitivity of model parameters and the simulations of R0 variation were performed based on the modified complex epidemic model. This study is of significance in providing theoretical guidance for minimizing R0 by manipulating model parameters with containment measures. More importantly, since the modified model and algorithm demonstrated better performance in handling freshwater fish transmission problems, this study advances the future application of transmissible disease modeling with larger datasets in freshwater fish aquaculture.

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