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Optimal Tour Planning for Measles and Rubella Vaccination in Kochi, South India

机译:印度南部高知的麻疹和风疹疫苗最佳旅行计划

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We consider the problem of routing multiple teams of health workers during a vaccination campaign. We formulate the routing problem as a bi-objective team orienteering problem with additional constraints. The two objectives are to minimize the total time and to maximize vaccination coverage. The set of Pareto-optimal solutions is computed by an epsilon-constraint method. Small instances of the problem can be solved exactly by branch-and-cut, and larger instances by heuristic methods. As an example for the model, we consider optimal tour planning for the Measles and Rubella Campaign in Kochi, South India.
机译:我们考虑了在疫苗接种运动中路由多个卫生工作者小组的问题。我们将选路问题表述为带有附加约束的双目标团队定向运动问题。这两个目标是最大程度地减少总时间并最大程度地提高疫苗接种覆盖率。帕累托最优解的集合是通过ε约束方法来计算的。问题的小实例可以通过分支剪切来精确解决,而大实例可以通过启发式方法来解决。作为该模型的示例,我们考虑了南印度高知的麻疹和风疹运动的最佳旅行计划。

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