“有时没有最重要的”弧线:评估和改进系统的操作弹性

IF 0.5 4区 管理学 Q4 OPERATIONS RESEARCH & MANAGEMENT SCIENCE Military Operations Research Pub Date : 2013-03-01 DOI:10.5711/1082598318121
D. Alderson, Gerald G. Brown, W. Carlyle, L. Cox
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引用次数: 58

摘要

摘要:本文表明,即使在简单的最大流量问题中,也不能使用简单的常识规则来确定最重要的弧线。正确的答案需要完全解决最大流量问题的难度相等的分析,可能需要重复。这种见解可以推广到寻找系统中最重要的组件或组件集,其操作由更通用的模型描述。我们的论文展示了如何评估组件集的临界性,如何评估在给定数量的同时发生的敌对攻击(或工程故障,或对大自然的损失)中可能丢失的最坏情况组件集,以及如何分配有限的防御资源以最大限度地减少后续攻击的最大损害。附带的见解包括这样一个事实,即没有办法根据重要性来确定单个组件的优先级,并且确定关键组件集的分析也会产生对操作系统弹性的客观评估,并可以就如何增加它提供建设性的建议。
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"Sometimes There is No Most-Vital" Arc: Assessing and Improving the Operational Resilience of Systems
Abstract : This paper shows that no simple common-sense rule of thumb can be used to identify a most-vital arc even in a simple maximum-flow problem. The correct answer requires analysis equivalent in difficulty to completely solving the maximum-flow problem, perhaps repeatedly. This insight generalizes to finding a most-vital component, or set of components in a system whose operation is described by a more general model. Our paper shows how to evaluate the criticality of sets of components, how to assess the worst-case set of components that might be lost to a given number of simultaneous hostile attacks (or engineering failures, or losses to Mother Nature), and how to allocate limited defensive resources to minimize the maximum damage from a subsequent attack. Collateral insights include the fact that there is no way to prioritize individual components by criticality, and that the analysis that determines critical component sets also yields objective assessments of operational system resilience and can provide constructive advice on how to increase it.
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来源期刊
Military Operations Research
Military Operations Research Engineering-Mechanical Engineering
CiteScore
0.40
自引率
0.00%
发文量
0
期刊介绍: Military Operations Research is a peer-reviewed journal of high academic quality. The Journal publishes articles that describe operations research (OR) methodologies and theories used in key military and national security applications. Of particular interest are papers that present: Case studies showing innovative OR applications Apply OR to major policy issues Introduce interesting new problems areas Highlight education issues Document the history of military and national security OR.
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