Reasoning Without Minimality

机译：没有最小化的推理

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Various forms of non-monotonic reasoning thrive on minimal change in some form or other. In general, the principle of minimal change prescribes choosing the best from a given set of alternatives. A dual of this principle, which has not drawn much attention from the researchers in the field, is to reject the worst from a given set of alternatives instead. This paper explores the use of this principle in the context of belief revision, which has known connections with plausible reasoning. Apart from arguing that the suggested operation is not excessively weak, we provide a set of "revision postulates" that demonstrably characterises this "non minimal" belief revision operation.

机译：各种形式的非单调推理因某种形式或其他形式的最小变化而蓬勃发展。通常，最小更改原则要求从给定的一组备选方案中选择最佳方案。该原则的双重对策是拒绝给定一组替代方案中的最坏情况，这并未引起本领域研究人员的太多关注。本文探讨了在信念修正的背景下使用此原理的方法，该信念修正与合理的推理有着已知的联系。除了争论所建议的操作不是过于弱小之外，我们还提供了一组“修订假设”，以证明该“非最小”信念修订操作的特征。

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来源
《PRICAI'98 : Topics in artificial intelligence》|1998年|122-133|共12页
会议地点 Singapore(SG);Singapore(SG)
作者
Abhaya Nayak; Norman Foo;
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作者单位

Information Systems Group School of Management University of Newcastle NSW, Australia 2308;

Knowledge Systems Group School of Computer Sci. Eng. University of New South Wales Sydney, Australia 2052;

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会议组织
原文格式 PDF
正文语种 eng
中图分类自动化系统理论;
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Reasoning Without Minimality

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