Foresighted medical resources allocation during an epidemic outbreak

资源配置 供求关系 政府(语言学) 最优分配 需求曲线 时间范围 功能(生物学) 经济 业务 运筹学 微观经济学 财务 数学优化 生物 市场经济 语言学 进化生物学 数学 工程类 哲学
作者
Yuqing Pan,T.C.E. Cheng,Yuxuan He,C.T. Ng,Suresh Sethi
出处
期刊:Transportation Research Part E-logistics and Transportation Review [Elsevier BV]
卷期号:164: 102762-102762 被引量:12
标识
DOI:10.1016/j.tre.2022.102762
摘要

While some reports show that the existing real-life medical resources allocations during epidemic outbreaks are myopic, some experts claim that medical resources allocations based on foresighted future allocations might enable a better balance of supply and demand. To investigate this claim, we develop a foresighted medical resources allocation model to help governments manage large-scale epidemic outbreaks. We formulate a demand forecasting model with a general demand forecasting function based on the last-period demands, extra demand caused by the last-period unfulfilled demand, and uncertain demand. In the foresighted allocation model, the government decides the current-period allocation based on the foresighted demand, which considers the last-period area demand and uncertain demand from the current period to the end of a planning horizon, using a stochastic dynamic program. We find that the optimal allocation is a function of the allocation capacity in each period. The optimal foresighted allocation is always higher than the optimal static (one-period) allocation and decreases with allocation capacity. When the allocation capacity is sufficiently large, the foresighted demand is close to the static demand. Besides, if the cost of oversupply is close to zero, the optimal allocations for both the foresighted allocation and one-period models are the allocation capacity. Our results provide useful managerial implications for a government contemplating medical resources allocation in response to an epidemic outbreak. • Based on real practice in Hubei Province, China, during the COVID-19 outbreak. • Investigate foresighted medical resources allocation and static (myopic) allocation. • Develop and solve a stochastic dynamic program for the foresighted allocation. • Compare the two allocations and investigate conditions that they perform the same. • Provide useful managerial implications for medical resources allocation.
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