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Measuring mutual aggregate uncertainty in evidence theory

机译:衡量证据理论中相互的总体不确定性

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Mutual information as a tool for measuring the amount of dependency is used in many applications in probability theory. But no similar measures have been introduced to calculate the mutual uncertainty between two variables in Dempster-Shafer theory. In this paper three mutual measures based on three uncertainty measures are proposed. These uncertainty measures are: 1) Aggregate Uncertainty (AU) proposed by Klir et al.; 2) Ambiguity Measure (AM) proposed by Jousselme et al.; and 3) Modified Ambiguity Measure (MAM) that is proposed in this paper. MAM is the modification of AM that resolves the non-subadditivity problem of AM. A threat assessment problem constructed by Dempster-Shafer network is used for testing these mutual measures. We use the proposed mutual measures to identify which input variables of the network are more influential on the threat value. Finally it is concluded that mutual uncertainty based on MAM is a justifiable measure to compute the relevancy in decision making applications.
机译:在概率论中的许多应用中都使用互信息作为衡量依赖程度的工具。但是,在Dempster-Shafer理论中,尚未引入类似的措施来计算两个变量之间的相互不确定性。本文提出了基于三种不确定性措施的三种相互措施。这些不确定性度量是:1)Klir等人提出的总体不确定性(AU); 2)Jousselme等人提出的歧义度量(AM); 3)本文提出的修正歧义测度(MAM)。 MAM是AM的修改版,解决了AM的非子可加性问题。由Dempster-Shafer网络构造的威胁评估问题用于测试这些相互措施。我们使用提出的相互措施来确定网络的哪些输入变量对威胁值的影响更大。最后得出的结论是,基于MAM的相互不确定性是计算决策应用程序相关性的合理措施。

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