正则路径查询确定性不可判定背后的一阶真理

Grzegorz Gluch, J. Marcinkowski, Piotr Ostropolski-Nalewaja
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引用次数: 3

摘要

在我们的论文[Gluch, Marcinkowski, Ostropolski-Nalewaja, LICS ACM, 2018]中,我们解决了[Calvanese, De Giacomo, Lenzerini, Vardi, SPDS ACM, 2000]中提出的一个老问题,表明常规路径查询的查询确定性是不可确定的。这里展示了对这一结果的强烈概括,而且——我们认为——是一个非常出乎意料的结果。我们证明了不需要正则性:即使对于连接路径查询的有限联合,确定性仍然是不可判定的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The First Order Truth behind Undecidability of Regular Path Queries Determinacy
In our paper [Gluch, Marcinkowski, Ostropolski-Nalewaja, LICS ACM, 2018] we have solved an old problem stated in [Calvanese, De Giacomo, Lenzerini, Vardi, SPDS ACM, 2000] showing that query determinacy is undecidable for Regular Path Queries. Here a strong generalisation of this result is shown, and -- we think -- a very unexpected one. We prove that no regularity is needed: determinacy remains undecidable even for finite unions of conjunctive path queries.
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