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Designing Robust Interventions to Control Epidemic Outbreaks

机译:设计强有力的干预措施以控制流行病暴发

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We study the problem of controlling the spread of an epidemic outbreak on a network by deploying vaccines. Typically, the supply of vaccines is limited, and becomes available over time. Therefore, vaccination decisions have to be made in multiple stages. These are challenging optimization problems when the networks are arbitrary. Further, many components of the epidemic model, e.g., the source of the outbreak might not be known, and parameters might be not known precisely. In such a setting, a min-max objective, which minimizes the maximum outbreak size in any scenario (which corresponds to specific source or parameter setting), gives a more robust solution, than tailoring the intervention to a single scenario. In this paper, we develop rigorous approximation algorithms for vaccine allocation in single and two-stages, for the min-max objective. We evaluate our algorithms on different random graph models. We find that the nodes picked in the interventions at different stages have very different characteristics. We also find that solutions optimized for a single scenario can be significantly sub-optimal with respect to the min-max objective.
机译:我们研究了通过部署疫苗来控制网络上的流行病爆发传播的问题。通常,疫苗的供应是有限的,并且随着时间的流逝而变得可用。因此,必须在多个阶段做出疫苗接种决定。当网络是任意的时,这些都是具有挑战性的优化问题。此外,流行病模型的许多组成部分,例如爆发的来源可能是未知的,并且参数可能无法精确地知道。在这种情况下,与针对单个情况进行干预相比,最小-最大目标可以最大程度地减小任何情况下的最大爆发大小(对应于特定的源或参数设置),从而提供了更可靠的解决方案。在本文中,我们针对最小-最大目标开发了严格的近似算法,用于单阶段和两阶段的疫苗分配。我们在不同的随机图模型上评估我们的算法。我们发现,在不同阶段的干预中选择的节点具有非常不同的特征。我们还发现,针对单个方案优化的解决方案相对于最小-最大目标可能明显次优。

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