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Second-Order Logic over Finite Structures – Report on a Research Programme

机译:关于有限结构的二阶逻辑 - 关于研究计划的报告

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This paper reports about the results achieved so far in the context of a research programme at the cutting point of logic, formal language theory, and complexity theory. The aim of this research programme is to classify the complexity of evaluating formulas from different prefix classes of second-order logic over different types of finite structures, such as strings, graphs, or arbitrary structures. In particular, we report on classifications of second-order logic on strings and of existential second-order logic on graphs.
机译:本文报告了逻辑,正式语言理论和复杂理论的切削点的研究计划的背景下实现的结果。该研究计划的目的是将评估公式的复杂性从不同类型的二阶逻辑类别上的不同类型的有限结构,例如字符串,图形或任意结构进行分类。特别是,我们在图形上报告了串的二阶逻辑分类和存在的二阶逻辑。

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