A two-stages mathematical model for a Covid-19 vaccination fuzzy scheme and resource allocation in hub locations considering transmission risk and environment factor

Amir Salar Ghafari Majid, Mobina Kazemzadeh, Z. Mohammadnazari, Parastoo Maleki, A. Aghsami, F. Jolai
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引用次数: 1

Abstract

Tackling with Covid-19 dilemma of vaccine distribution needed a stack of analysis and examination. This paper develops a generalizable framework for designing a hub vaccination dispensing network to achieve expand the Covid-19 vaccination coverage for public. Designing a hub location routing network for vaccine distribution is the main concern for this research. The proposed model hinges on maximum coverage and patients’ safety by considering high-priority population alongside the cost reduction in an uncertain environment. The hub location model enhances the accessibility of the vaccines to various communities and helps to overcome the challenges. The results of this model were examined through both numerical and case studies in the north of Tehran to demonstrate its application. Furthermore, in order to reduce the costs of vaccine imports, vaccine entry routing can be developed from border and air points to the country in order to be able to perform vaccination in the fastest time and lowest cost in the future. The results concede that increasing the number of outreach dispensing locations per hub dispensing location will not necessarily result in increased coverage.
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考虑传播风险和环境因素的新型冠状病毒疫苗接种模糊方案及集散点资源分配的两阶段数学模型
应对Covid-19疫苗分发困境需要进行大量分析和检查。本文提出了一个可推广的中心疫苗分发网络设计框架,以实现扩大公众Covid-19疫苗接种覆盖率。设计疫苗配送的枢纽位置路由网络是本研究的主要关注点。该模型通过考虑高优先级人群和不确定环境下的成本降低,以最大覆盖率和患者安全为基础。中心选址模式提高了各个社区获得疫苗的机会,并有助于克服挑战。该模型的结果通过数值研究和在德黑兰北部的案例研究进行了检验,以证明其适用性。此外,为了降低疫苗进口成本,可以制定从边境和空运点到该国的疫苗入境路线,以便能够在未来以最快的时间和最低的成本进行疫苗接种。结果承认,增加每个中心点胶地点的外展点胶地点的数量不一定会增加覆盖范围。
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Erratum to: On interval-valued bilevel optimization problems using upper convexificators On the conformability of regular line graphs A new modified bat algorithm for global optimization A multi-stage stochastic programming approach for an inventory-routing problem considering life cycle On characterizations of solution sets of interval-valued quasiconvex programming problems
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