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ON COMPLEXITY OF MODEL-CHECKING FOR THE TQL LOGIC

机译:TQL逻辑的模型检查的复杂性

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In this paper we study the complexity of the model-checking problem for the tree logic introduced as the basis for the query language TQL [Cardelli and Ghelli, 2001]. We define two distinct fragments of this logic: TL containing only spatial connectives and TL~(exist) containing spatial connectives and quantification. We show that the combined complexity of TL is PSPACE-hard. We also study data complexity of model-checking and show that it is linear for TL, hard for all levels of the polynomial hierarchy for TL~(exist) and PSPACE-hard for the full logic. Finally we devise a polynomial space model-checking algorithm showing this way that the model-checking problem for the TQL logic is PSPACE-complete.
机译:在本文中,我们研究了作为查询语言TQL的基础而引入的树逻辑的模型检查问题的复杂性[Cardelli and Ghelli,2001]。我们定义了这种逻辑的两个截然不同的片段:仅包含空间连接词的TL和包含空间连接词和量化的TL_(exist)。我们证明了TL的综合复杂性是PSPACE困难的。我们还研究了模型检查的数据复杂性,并表明它对于TL是线性的,对于TL〜(exist)的多项式层次结构的所有级别来说是困难的,而对于完整逻辑而言则是PSPACE-hard。最后,我们设计了一种多项式空间模型检查算法,该算法显示了TQL逻辑的模型检查问题是PSPACE完全的。

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