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Uncertain Knowledge Reasoning Based on the Fuzzy Multi Entity Bayesian Networks

机译:基于模糊多实体贝叶斯网络的不确定知识推理

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摘要

With the rapid development of the semantic web and the ever-growing size of uncertain data, representing and reasoning uncertain information has become a great challenge for the semantic web application developers. In this paper, we present a novel reasoning framework based on the representation of fuzzy PR-OWL. Firstly, the paper gives an overview of the previous research work on uncertainty knowledge representation and reasoning, incorporates Ontology into the fuzzy Multi Entity Bayesian Networks theory, and introduces fuzzy PR-OWL, an Ontology language based on OWL2. Fuzzy PROWL describes fuzzy semantics and uncertain relations and gives grammatical definition and semantic interpretation. Secondly, the paper explains the integration of the Fuzzy Probability theory and the Belief Propagation algorithm. The influencing factors of fuzzy rules are added to the belief that is propagated between the nodes to create a reasoning framework based on fuzzy PR-OWL. After that, the reasoning process, including the SSFBN structure algorithm, data fuzzification, reasoning of fuzzy rules, and fuzzy belief propagation, is scheduled. Finally, compared with the classical algorithm from the aspect of accuracy and time complexity, our uncertain data representation and reasoning method has higher accuracy without significantly increasing time complexity, which proves the feasibility and validity of our solution to represent and reason uncertain information.
机译:随着语义网络的快速发展和不确定的数据规模不断增长,代表和推理不确定的信息已经成为语义Web应用程序开发人员的巨大挑战。在本文中,我们提出了一种基于模糊PR-OWL的表示的新颖推理框架。首先,本文概述了先前的关于不确定性知识表示和推理的研究工作,将本体纳入模糊多实体贝叶斯网络理论,并引入了基于猫头鹰的本体语言模糊PR-OWL。模糊序列描述了模糊语义和不确定的关系,并提供了语法定义和语义解释。其次,本文解释了模糊概率理论的整合与信念传播算法。模糊规则的影响因素被添加到节点之间传播的信念中,以创建基于模糊PROWL的推理框架。之后,预定推理过程,包括SSFBN结构算法,数据模糊,模糊规则的推理以及模糊信仰传播。最后,与从精确度和时间复杂性的方面的经典算法相比,我们不确定的数据表示和推理方法具有更高的准确性而不会显着增加时间复杂性,这证明了我们解决方案代表和理性信息的可行性和有效性。

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