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On Jaffray's Decision Model for Belief Functions

机译:关于雅息的信仰功能决策模型

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摘要

In this paper, two decision models for Dempster-Shafer belief functions proposed by Jaffray and Giang-Shenoy respectively are compared. Jaffray's model is applicable for general belief function while Giang-Shenoy's model works for the partially consonant class (pcb). Pcb has been shown by Walley as the only class that is consistent with the likelihood principle of statistics. While both models share many nice properties such as tractability, the separation of risk attitude, ambiguity attitude from ambiguity belief, they differ on important aspects. The comparison is made possible by application of both models to pcb. It is shown that due to a Hurwicz-type condition imposed on decision under ignorance, Jaffray's approach violates the consequentialism property (analogous to the law of iterated expectation in probability theory) that is satisfied by Giang-Shenoy approach.
机译:在本文中,比较了Jaffray和Giang-Shenoy提出的Dempster-Shafer信仰功能的两个决定模型。 Jaffray的模型适用于一般信念功能,而Giang-Shenoy的模型适用于部分辅音类(PCB)。 Walley显示PCB作为唯一与统计似然原则一致的唯一一类。虽然两种型号都有许多良好的特性,如遗传性,风险态度的分离,来自歧义信念的歧义态度,它们对重要方面不同。通过将模型应用于PCB来实现比较。结果表明,由于在无知的决定上施加了飓风型条件,贾夫雷的方法违反了古富合约方法满足的相应主义财产(类似于概率理论的迭代期预期法则)。

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