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Some Supplementaries to The Counting Semantics for Abstract Argumentation

机译:抽象论证计数语义的一些补充

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Dung's abstract argumentation framework consists of a set of interacting arguments and a series of semantics for evaluating them. Those semantics partition the powerset of the set of arguments into two classes: extensions and non-extensions. In order to reason with a specific semantics, one needs to take a credulous or skeptical approach, i.e. an argument is eventually accepted, if it is accepted in one or all extensions, respectively. In our previous work [1], we have proposed a novel semantics, called counting semantics, which allows for a more fine-grained assessment to arguments by counting the number of their respective attackers and defenders based on argument graph and argument game. In this paper, we continue our previous work by presenting some supplementaries about how to choose the damaging factor for the counting semantics, and what relationships with some existing approaches, such as Dung's classical semantics, generic gradual valuations. Lastly, an axiomatic perspective on the ranking semantics induced by our counting semantics are presented.
机译:阮晋勇的抽象论证框架由一组相互作用参数和一系列语义进行评价,的。这些语义分区的参数集的幂分为两大类:扩展和非扩展。为了原因与特定的语义,需要采取轻信或怀疑态度,即一种说法是最终还是接受了,如果是在一个或所有分机分别接受。在我们以前的工作[1],我们已经提出了一种新的语义,被称为计数的语义,其允许更细粒度评估论证通过计算它们各自的基于参数图和参数的游戏攻击者和捍卫者的数量。在本文中,我们将介绍如何选择破坏因素计数语义,并与现有的一些做法,如阮晋勇的经典语义,通用估值逐渐什么关系了一些补充问题继续我们以前的工作。最后,通过我们的计数语义引起的排名语义公理的角度呈现。

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