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New Results on the Differential Importance Measures of MarkovianSystems

机译:马氏体系微分重要性测度的新结果

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This paper presents the development of the differential importance measures (DIM),rnproposed recently for the use in risk-informed decision-marking, in the context of dynamic systemsrnincluding inter-component, functional dependencies, or more generally, systems described by Markovrnmodels at steady state. Several new evaluation formulas of the existing DIMs are provided. The studyrnalso proposes an extension one that provides better results than those obtained from these existingrnmeasures, and a new calculation formula of the total variation of the system availability provoked byrnthe simultaneous changes of system parameters. A numerical example is introduced to compare thernextension proposed and these existing measures. The suggestions for the future research in this arearnare also presented.
机译:本文介绍了差分重要性度量(DIM)的发展,该提议最近被建议用于具有风险信息的决策标记,这是在动态系统的背景下进行的,该动态系统包括组件间,功能相关性或更一般地由Markovrnmodels描述的系统处于稳定状态。州。提供了一些现有DIM的新评估公式。这项研究还提出了一种扩展方案,它提供了比从这些现有措施获得的结果更好的结果,并提出了一种新的计算公式,该公式由系统参数的同时变化引起了系统可用性的总变化。介绍了一个数值示例,以比较建议的扩展和这些现有措施。还提出了对该领域未来研究的建议。

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