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An Imprecise Probability Approach for Abstract Argumentation Based on Credal Sets

机译:基于克里德集的抽象论证的不精确概率方法

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Some abstract argumentation approaches consider that arguments have a degree of uncertainty, which impacts on the degree of uncertainty of the extensions obtained from a abstract argumentation framework (AAF) under a semantics. In these approaches, both the uncertainty of the arguments and of the extensions are modeled by means of precise probability values. However, in many real life situations the exact probabilities values are unknown and sometimes there is a need for aggregating the probability values of different sources. In this paper, we tackle the problem of calculating the degree of uncertainty of the extensions considering that the probability values of the arguments are imprecise. We use credal sets to model the uncertainty values of arguments and from these credal sets, we calculate the lower and upper bounds of the extensions. We study some properties of the suggested approach and illustrate it with an scenario of decision making.
机译:一些抽象论证方法认为,论点具有一定程度的不确定性,这会影响在语义下从抽象论证框架(AAF)获得的扩展的不确定性程度。在这些方法中,参数和扩展的不确定性都是通过精确的概率值建模的。但是,在许多现实生活中,确切的概率值是未知的,有时需要汇总不同来源的概率值。在本文中,我们考虑到自变量的概率值不精确的情况,解决了计算扩展的不确定度的问题。我们使用crecre集对参数的不确定性值进行建模,并根据这些credal集来计算扩展的上下边界。我们研究了建议方法的一些属性,并通过决策场景进行了说明。

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