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Measures of uncertainty for imprecise probabilities: An axiomatic approach

机译:不精确概率的不确定性度量:公理化方法

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The aim of this paper is to formalize, within a broad range of theories of imprecise probabilities, the notion of a total, aggregate measure of uncertainty and its various disaggregations into measures of nonspecificity and conflict. As a framework for facilitating this aim, we introduce a system of well-justified axiomatic requirements for such measures. It is shown that these requirements can be equivalently defined for belief functions and credal sets. Some important consequences are then derived within this framework, which clarify the role of various uncertainty measures proposed in the literature. Moreover, some well-defined new open problems for future research also emerge from the introduced framework.
机译:本文的目的是在广泛的不精确概率理论中,将不确定性的总的,总体的度量及其各种分解成非特定性和冲突的度量的概念形式化。作为实现此目标的框架,我们引入了针对此类措施的充分合理的公理要求系统。结果表明,这些要求可以等效地定义为信念函数和信度集。然后,在此框架内得出了一些重要的结果,从而阐明了文献中提出的各种不确定性措施的作用。此外,从引入的框架中也出现了一些明确的,需要进一步研究的新的开放问题。

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