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Decision with Dempster-Shafer belief functions: Decision under ignorance and sequential consistency

机译:具有Dempster-Shafer信念函数的决策:无知和顺序一致性下的决策

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This paper examines proposals for decision making with Dempster-Shafer belief functions from the perspectives of requirements for rational decision under ignorance and sequential consistency. The focus is on the proposals by Jaffray & Wakker and Giang & Shenoy applied for partially consonant belief functions. We formalize the concept of sequential consistency of an evaluation model and prove results about sequential consistency of Jaffray-Wakker's model and Giang-Shenoy's model under various conditions. We demonstrate that the often neglected assumption about two-stage resolution of uncertainty used in Jaffray-Wakker's model actually disambiguates the foci of a belief function, and therefore, makes it a partially consonant on the extended state space.
机译:本文从无知和顺序一致性下理性决策的要求的角度,考察了使用Dempster-Shafer信念函数进行决策的建议。重点是Jaffray&Wakker和Giang&Shenoy提出的用于部分辅音置信函数的建议。我们对评估模型的序列一致性的概念进行形式化,并证明了在各种条件下,Jaffray-Wakker模型和Giang-Shenoy模型的序列一致性的结果。我们证明,在贾夫里-沃克模型中使用的关于不确定性两阶段解决方案的经常被忽略的假设实际上消除了置信函数的焦点的歧义,因此使它在扩展状态空间上成为部分辅音。

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