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Learning by Questions and Answers: From Belief-Revision Cycles to Doxastic Fixed Points

机译:通过问题和答案进行学习:从信仰修订周期到十二分固定点

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摘要

This paper is an investigation of the long-term behavior of iterated belief revision with higher-level doxastic information. We propose a general notion of "correct belief upgrade", based on the idea that non-deceiving belief revision is induced by learning (partial, but true information about) answers to questions. The surprising conclusion of our investigation is that iterated revision with doxastic information is highly non-trivial, even in the single-agent case. More concretely, the revision is not guaranteed to reach a fixed point, even when indefinitely repeating the same correct upgrade: neither the models, nor the conditional beliefs are necessarily stabilized. But we also have some important stabilization results: both knowledge and beliefs are eventually stabilized by iterated correct upgrades; moreover, both the models and the conditional beliefs are stabilized by repeated correct upgrades with non-conditional information (expressible in doxastic-epistemic logic).
机译:本文是对具有较高水平的随机信息的迭代信念修订的长期行为的研究。我们提出一个“正确的信念升级”的一般概念,它基于这样的思想,即通过对问题的答案进行学习(部分但有关问题的真实信息)来诱导非欺骗性信念修订。我们的调查得出的令人惊讶的结论是,即使是在单代理程序的情况下,使用十进制信息进行的迭代修订也是非常重要的。更具体地说,即使无限期地重复相同的正确升级,也不能保证修订达到固定点:模型和条件信念都不一定稳定。但是我们也有一些重要的稳定结果:知识和信念最终都会通过反复正确的升级而稳定下来;此外,模型和条件信念都通过使用非条件信息(可在十二性流行病逻辑中表示)重复正确的升级来稳定。

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