Tensor-Based Knowledge Fusion and Reasoning for Cyberphysical-Social Systems: Theory and Framework

IF 1.9 Q3 COMPUTER SCIENCE, CYBERNETICS IEEE Systems Man and Cybernetics Magazine Pub Date : 2022-04-01 DOI:10.1109/MSMC.2021.3114538
Jing Yang, L. Yang, Yuan Gao, Huazhong Liu, Hao Wang, Xia Xie
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引用次数: 1

Abstract

Cyberphysical-social systems (CPSS) integrate human, machine, and information into large-scale automated systems and generate complex heterogeneous big data from multiple sources. Knowledge graphs play a pivotal role in energizing the data with huge volume and uneven quality to drive CPSS intelligent applications and services, thus attracting intense research interests from scholars. The Resource Description Framework (RDF) describes knowledge in the form of subject-predicate-object triples and interpreted as directed labeled graphs. However, the graph structure doesn’t have flexible operability and direct computability in the theoretical framework, although it can be understood intuitively. Therefore, we proposed a tensor-based knowledge analysis framework in this article, which supports the representation, fusion, and reasoning of knowledge graphs. First, we employ Boolean tensors to represent heterogeneous knowledge graphs completely. Then, we present a series of graph tensor operations for the modification, extraction, and aggregation of high-order knowledge graphs. Furthermore, we perform tensor 1-mode product operation between the knowledge graph representation tensor and the entity representation tensor to obtain the relation path tensor, so as to infer the relationship between any two entities. Finally, we demonstrate the practicality and effectiveness of the proposed model by implementing a case study.
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基于张量的网络物理-社会系统知识融合与推理:理论与框架
网络物理-社会系统(CPSS)将人、机器和信息集成到大规模自动化系统中,并从多个来源生成复杂的异构大数据。知识图谱在激发海量、参差不齐的数据驱动CPSS智能应用和服务方面发挥着关键作用,引起了学者们的强烈研究兴趣。资源描述框架(RDF)以主体-谓词-对象三元组的形式描述知识,并将其解释为有向标记图。然而,在理论框架中,图结构虽然可以直观地理解,但不具有灵活的可操作性和直接的可计算性。为此,本文提出了一种基于张量的知识分析框架,该框架支持知识图的表示、融合和推理。首先,我们采用布尔张量完全表示异构知识图。然后,我们提出了一系列的图张量操作,用于高阶知识图的修改、提取和聚合。进一步,我们在知识图表示张量与实体表示张量之间进行张量一模积运算,得到关系路径张量,从而推断任意两个实体之间的关系。最后,通过实例分析验证了该模型的实用性和有效性。
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来源期刊
IEEE Systems Man and Cybernetics Magazine
IEEE Systems Man and Cybernetics Magazine COMPUTER SCIENCE, CYBERNETICS-
自引率
6.20%
发文量
60
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