评估在 OWL 2 QL 上进行元推理的数据模型工具

IF 1.4 2区 数学 Q3 COMPUTER SCIENCE, SOFTWARE ENGINEERING Theory and Practice of Logic Programming Pub Date : 2024-03-07 DOI:10.1017/s1471068424000073
HAYA MAJID QURESHI, WOLFGANG FABER
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引用次数: 0

摘要

元建模是一种表达本体中类和属性知识的通用方法。它是多种应用中理想的建模功能,可以简化本体的扩展和重用。然而,不加限制地允许元建模是有问题的,原因有几个,主要是不可判定性问题。因此,实用语言禁止类作为其他类的实例出现,或将这种出现视为语义不同的对象。具体来说,SPARQL 在直接语义关联制度(Direct Semantic Entailment Regime)下的元查询使用的是后一种方法,因此实际上不支持元查询。不过,在过去十年中,已经提出了几种支持不同元建模功能的扩展。本文讨论的是 OWL 2 QL 上的元建模语义(MS)和元建模语义纰漏机制(MSER),如 Lenzerini 等人(2015,《描述逻辑学》)和 Lenzerini 等人(2020,《信息系统》88,101294)、Cima 等人(2017,《第七届网络智能、挖掘和语义学国际会议论文集》,1-6)所提出。Cima 等人(2017 年,第七届网络智能、挖掘和语义学国际会议论文集,1-6)提出了一种从 OWL 2 QL 到 Datalog 的还原方法,用于元查询。在本文中,我们试用了各种支持 Datalog 查询的逻辑编程工具,以确定它们是否适合作为 MSER 查询回答的后端。这些工具来自不同的逻辑编程范式(Prolog、纯 Datalog、答案集编程、混合知识库)。我们的工作表明,MSER 查询的 Datalog 方法对于资源(时间和内存)有限的大型本体也是实用的。本文对 Qureshi 和 Faber(2021 年,规则与推理国际联合会议,Springer, 218-233。
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Evaluating Datalog Tools for Meta-reasoning over OWL 2 QL

Metamodeling is a general approach to expressing knowledge about classes and properties in an ontology. It is a desirable modeling feature in multiple applications that simplifies the extension and reuse of ontologies. Nevertheless, allowing metamodeling without restrictions is problematic for several reasons, mainly due to undecidability issues. Practical languages, therefore, forbid classes to occur as instances of other classes or treat such occurrences as semantically different objects. Specifically, meta-querying in SPARQL under the Direct Semantic Entailment Regime uses the latter approach, thereby effectively not supporting meta-queries. However, several extensions enabling different metamodeling features have been proposed over the last decade. This paper deals with the Metamodeling Semantics (MS) over OWL 2 QL and the Metamodeling Semantic Entailment Regime (MSER), as proposed in Lenzerini et al. (2015, Description Logics) and Lenzerini et al. (2020, Information Systems 88, 101294), Cima et al. (2017, Proceedings of the 7th International Conference on Web Intelligence, Mining and Semantics, 1–6). A reduction from OWL 2 QL to Datalog for meta-querying was proposed in Cima et al. (2017, Proceedings of the 7th International Conference on Web Intelligence, Mining and Semantics, 1–6). In this paper, we experiment with various logic programming tools that support Datalog querying to determine their suitability as back-ends to MSER query answering. These tools stem from different logic programming paradigms (Prolog, pure Datalog, Answer Set Programming, Hybrid Knowledge Bases). Our work shows that the Datalog approach to MSER querying is practical also for sizeable ontologies with limited resources (time and memory). This paper significantly extends Qureshi and Faber (2021, International Joint Conference on Rules and Reasoning, Springer, 218–233.) by a more detailed experimental analysis and more background.

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来源期刊
Theory and Practice of Logic Programming
Theory and Practice of Logic Programming 工程技术-计算机:理论方法
CiteScore
4.50
自引率
21.40%
发文量
40
审稿时长
>12 weeks
期刊介绍: Theory and Practice of Logic Programming emphasises both the theory and practice of logic programming. Logic programming applies to all areas of artificial intelligence and computer science and is fundamental to them. Among the topics covered are AI applications that use logic programming, logic programming methodologies, specification, analysis and verification of systems, inductive logic programming, multi-relational data mining, natural language processing, knowledge representation, non-monotonic reasoning, semantic web reasoning, databases, implementations and architectures and constraint logic programming.
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Metric Temporal Equilibrium Logic over Timed Traces Multi-Shot Answer Set Programming for Flexible Payroll Management Unit Testing in ASP Revisited: Language and Test-Driven Development Environment Evaluating Datalog Tools for Meta-reasoning over OWL 2 QL Model Explanation via Support Graphs
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