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Complexity for probability logic with quantifiers over propositions

机译:命题中带有量词的概率逻辑的复杂性

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摘要

In the present article, the quantifiers over propositions are first introduced into the language for reasoning about probability, then the complexity issues for validity problems dealing with the corresponding hierarchy of probabilistic sentences are investigated. We prove, among other things, the ∏_1~1 completeness for the general validity and also indicate the least level in the hierarchy for which the validity problem is undecidable.
机译:在本文中,首先将命题中的量词引入语言中以进行概率推理,然后研究与概率句子的相应层次有关的有效性问题的复杂性问题。我们证明了一般有效性的validity_1〜1完整性,并且还指出了层次结构中有效性问题无法确定的最低级别。

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