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The robust maximum-coverage problem

机译:健壮的最大覆盖率问题

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摘要

The maximum coverage problem is a staple of facility location theory, and has more recently been extended to the covering facility interdiction problem, in which covering facilities are chosen for interdiction so as to minimize the resultant coverage. This paper considers the opposite to the interdiction problem, selecting facilities to maximize coverage after the worst-case interdiction. Solutions to this problem would inform facility placement when intentional disruption is feared, or when guaranteeing minimum coverages in the presence of random facility outages. Several approaches to the problem are considered, primarily derivatives of approaches to the structurally similar maximum coverage problem. An integer linear program formulation proves infeasible for problems of even modest size, despite exclusion of many non-binding constraints, but heuristic approaches (again adaptations of maximum coverage heuristics) show promise in both efficiency and solutions quality.
机译:最大覆盖率问题是设施位置理论的基础,并且最近已扩展到覆盖设施拦截问题,在该问题中选择掩蔽设施进行拦截,以最大程度地减少结果覆盖率。本文考虑了与拦截问题相反的问题,选择了在最坏情况下拦截后最大化覆盖范围的设施。当担心有意破坏或在随机设施中断的情况下保证最低覆盖率时,此问题的解决方案将通知设施布置。考虑了解决该问题的几种方法,主要是结构相似的最大覆盖率问题的方法的衍生。尽管排除了许多非约束性约束,但整数线性程序公式对于大小适中的问题仍然是行不通的,但是启发式方法(再次采用最大覆盖率启发式方法)在效率和解决方案质量上都显示出了希望。

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