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Models and solution approaches for facility location of medical supplies for large-scale emergencies.

机译:大型紧急情况下医疗用品设施定位的模型和解决方案。

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摘要

Research on facility location in a context of emergency services has focused on regular small-scale emergencies such as household fires or vehicle accidents, in which only a small amount of demand for medical service occurs. Most facility location models in the literature, therefore, consider providing a single facility (possibly including a few backup facilities) to cover a demand point. Such emergency models however typically have not considered conditions of large-scale emergencies, where a tremendous demand and low frequency combine to create situations with insufficient supplies and large uncertain demands. These conditions require a modification in the definition of facility coverage to allow for redundant facility placements and tiered facility services to ensure an acceptable form of coverage of all demand areas.;The purpose of this research is to develop models and solution approaches that are suitable to the facility location of medical supplies for large-scale emergencies. We formulate different integer models with objective functions to maximize the population coverage, or minimize the average/maximal distance from the facilities to the demand points. Since there can be different scenarios during emergencies, we also propose a regret model to find a globally optimal solution across scenarios. These models are computationally intractable, and therefore we develop heuristics to solve the problems. We perform experiments to evaluate our models and heuristics based on illustrative large-scale emergencies.
机译:在紧急服务范围内对设施选址的研究集中于常规的小规模紧急事件,例如家庭火灾或车辆事故,在这些紧急事件中,对医疗服务的需求很少。因此,文献中的大多数设施定位模型都考虑提供一个设施(可能包括一些备用设施)来满足需求点。但是,此类应急模型通常未考虑大规模紧急情况,在这种情况下,巨大的需求和低频率共同造成了供应不足和不确定需求很大的情况。这些条件要求对设施覆盖范围的定义进行修改,以允许冗余设施布置和分层设施服务,以确保所有需求区域的覆盖形式都可以接受。;本研究的目的是开发适合于以下方面的模型和解决方案方法:大型紧急情况医疗用品的设施位置。我们用目标函数制定不同的整数模型,以最大化人口覆盖范围,或最小化从设施到需求点的平均/最大距离。由于紧急情况下可能会有不同的场景,因此我们还提出了一个遗憾模型,以找到跨场景的全局最佳解决方案。这些模型在计算上难以处理,因此我们开发了启发式方法来解决这些问题。我们根据说明性的大规模紧急情况进行实验,以评估我们的模型和启发式方法。

著录项

  • 作者

    Jia, Hongzhong.;

  • 作者单位

    University of Southern California.;

  • 授予单位 University of Southern California.;
  • 学科 Operations Research.;Engineering Industrial.
  • 学位 Ph.D.
  • 年度 2006
  • 页码 120 p.
  • 总页数 120
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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