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Representation Theorems for Multiple Belief Changes

机译:多重信念变化的表示定理

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This paper aims to develop further and systemize the theory of multiple belief change based on the previous work on the package contraction, developed by (Fuhrmann and Hansson 1994) and the general belief changes, developed by (Zhang 1996). Two main representation the-orems for general contractions are given, one is based on partial meet models and the other on nice-ordered partition models. An additional principle, called Limit Postulate, for the general belief changes is introduced which specifies properties of infinite belief changes. The results of this paper provides a foundation for investigating the connection between infinite non-monotonic reasoning and multiple belief revision.
机译:本文的目的是在(Fuhrmann和Hansson 1994)开发的包装收缩和(Zhang 1996)开发的一般信念变化的基础上,进一步发展和系统化多重信念变化的理论。给出了一般收缩的两个主要表示定理,一个基于部分满足模型,另一个基于精细排序的分区模型。引入了用于一般信念变化的附加原理,称为极限假设,该原理指定了无限信念变化的属性。本文的结果为研究无限非单调推理与多信念修正之间的联系提供了基础。

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