在液滴和气溶胶模型下最小化流行病病毒的总暴露

Abdalaziz Sawwan, Jie Wu
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引用次数: 1

摘要

近年来,特别是冠状病毒大流行后,人们进行了大量研究,提出了病毒在社交网络中的传播模型,并提出了可行的技术来减少病毒的传播。本文提出了一种适用于病毒传播传播研究的通用时间演化图模型。此外,我们将重点放在一种名为气溶胶模型的罕见感染模式上,它被证明是COVID的传播类型之一,我们研究了一个简单的问题,即在连续访问一个地方或一组地方的人群中最小化病毒的总暴露量。进行了广泛的模拟,以检验我们的病毒最小化传播技术的效率,并将其与群体行为的其他可能情况进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Minimizing Epidemic Viral Total Exposure under the Droplet and Aerosol Models
In recent years, especially after the Coronavirus pandemic, extensive research has been conducted to propose models for the spread of viruses in social networks, and to come up with viable techniques to reduce the propagation of viruses. In this paper, we propose a new general time-evolving graph model that is suitable to be applied to viral spread propagation studies. Furthermore, with a focus on a rare type of infecting mode called the aerosol model, which turns out to be one of COVID's transmission types, we study the simple problem of minimizing the total exposure of a virus within a group of people that visit a place or set of places successively. An extensive simulation is conducted to examine the efficiency of our viral-minimizing spread technique and to compare it to other possible scenarios of the behavior of the population.
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