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Fuzzy Importance Measures for Ranking Key Interdependent Sectors Under Uncertainty

机译:不确定性下关键相互依赖行业的模糊重要性测度

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In the field of reliability engineering, several approaches have been developed to identify those components that are important to the operation of the larger interconnected system. We extend the concept of component importance measures to the study of industry criticality in a larger system of economically interdependent industry sectors that are perturbed when underlying infrastructures are disrupted. We provide measures of (i) those industries that are most vulnerable to disruptions and (ii) those industries that are most influential to cause interdependent disruptions. However, difficulties arise in the identification of critical industries when uncertainties exist in describing the relationships among sectors. This work adopts fuzzy measures to develop criticality indices, and we offer an approach to rank industries according to these fuzzy indices. Much like decision makers with the knowledge of the most critical components in a physical system, the identification of these critical industries provides decision makers with priorities for resources. We illustrate our approach with an interdependency model driven by US Bureau of Economic Analysis data to describe industry interconnectedness.
机译:在可靠性工程领域,已经开发了几种方法来识别对于较大的互连系统的操作很重要的那些组件。我们将组件重要性度量的概念扩展到研究经济上相互依赖的较大行业系统中的行业关键性,当基础设施遭到破坏时,这些系统会受到干扰。我们提供以下措施:(i)最容易受到破坏的行业,以及(ii)最有可能造成相互依存的中断的行业。但是,当描述各部门之间的关系存在不确定性时,在确定关键行业时会遇到困难。这项工作采用模糊措施来建立关键性指标,并且我们提供了一种根据这些模糊指标对行业进行排名的方法。就像决策者了解物理系统中最关键的组成部分一样,对这些关键行业的识别为决策者提供了资源优先级。我们用由美国经济分析局数据驱动的相互依赖模型来描述我们的方法,以描述行业的相互联系。

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