粗糙集理论在模糊本体推理中的应用

M. Bourahla
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引用次数: 1

摘要

Web本体可能包含模糊的概念,这意味着关于它们的知识是不精确的,并且由于开放世界的假设,查询回答将无法实现。一个概念描述可以是非常精确的(清晰的概念)或精确的(模糊的概念),如果它的知识是完整的,否则它是不精确的(模糊的概念),如果它的知识不完整。本文提出了一种基于粗糙集理论的模糊本体推理方法。该方法通过对模糊概念的检测,在原本体中插入新的粗糙的模糊概念,并将其描述定义在近似空间上,供扩展的Tableau算法用于自动推理。开发了Tableau扩展算法的原型,并在示例中进行了测试,该方法给出了令人鼓舞的结果,以证明与其他方法不同,即使在存在不完整信息的情况下,也可以回答查询。
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Using Rough Set Theory for Reasoning on Vague Ontologies
Web ontologies can contain vague concepts, which means the knowledge about them is imprecise and then query answering will not possible due to the open world assumption. A concept description can be very exact (crisp concept) or exact (fuzzy concept) if its knowledge is complete, otherwise it is inexact (vague concept) if its knowledge is incomplete. In this paper, we propose a method based on the rough set theory for reasoning on vague ontologies. With this method, the detection of vague concepts will insert into the original ontology new rough vague concepts where their description is defined on approximation spaces to be used by extended Tableau algorithm for automatic reasoning. A prototype of Tableau's extended algorithm is developed and tested on examples where encouraging results are given by this method to demonstrate that unlike other methods, it is possible to answer queries even in the presence of incomplete information.
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来源期刊
International Journal of Intelligent Systems and Applications in Engineering
International Journal of Intelligent Systems and Applications in Engineering Computer Science-Computer Graphics and Computer-Aided Design
CiteScore
1.30
自引率
0.00%
发文量
18
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