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Interrogative Belief Revision in Modal Logic

机译:模态逻辑中的疑问信念修订

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The well known AGM framework for belief revision has recently been extended to include a model of the research agenda of the agent, i.e. a set of questions to which the agent wishes to find answers (Olsson & Westlund in Erkenntnis, 65, 165–183, 2006). The resulting model has later come to be called interrogative belief revision. While belief revision has been studied extensively from the point of view of modal logic, so far interrogative belief revision has only been dealt with in the metalanguage approach in which AGM was originally presented. In this paper, I show how to model interrogative belief revision in a modal object language using a class of operators for questions. In particular, the solution I propose will be shown to capture the notion of K-truncation, a method for agenda update in the case of expansion constructed by Olsson & Westlund. Two case studies are conducted: first, an interrogative extension of Krister Segerberg’s system DDL, and then a similar extension of Giacomo Bonanno’s modal logic for belief revision. Sound and complete axioms will be provided for both of the resulting logics.
机译:众所周知,信念修正的AGM框架最近得到扩展,以包括代理人研究议程的模型,即代理人希望为其找到答案的一组问题(Olsson&Westlund in Erkenntnis,65,165-183, 2006)。最终的模型后来被称为疑问信念修正。尽管从模态逻辑的角度对信念修正进行了广泛的研究,但迄今为止,疑问信修正仅在最初提出AGM的元语言方法中得到了解决。在本文中,我展示了如何使用一类运算符来对模态对象语言中的疑问信念修订进行建模。特别是,我提出的解决方案将显示出K截断的概念,这是由Olsson&Westlund构建的用于在扩展情况下更新议程的方法。进行了两个案例研究:首先,对克里斯特·塞格伯格(Krister Segerberg)的系统DDL的疑问扩展,然后对贾科莫·波南诺(Giacomo Bonanno)的信念修正的模态逻辑进行类似的扩展。声音和完整的公理将为两种结果逻辑提供。

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