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Graded cube of opposition and its generalized syllogisms with intermediate quantifiers

机译:分级的对立立方体及其带有中间量词的广义三段论

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In real world, interpretation of natural data using a natural language is very popular. In our previous papers, we introduced mathematical definitions of generalized intermediate quantifiers, which were used for an analysis of natural data using fuzzy association rules. The main approach of this paper is to define new forms of intermediate quantifiers forming a general cube of opposition and applying the theory of syllogistic reasoning to derive new information which is not included in real data.
机译:在现实世界中,使用自然语言解释自然数据非常流行。在我们以前的论文中,我们介绍了广义中间量词的数学定义,这些定义用于使用模糊关联规则分析自然数据。本文的主要方法是定义新形式的中间量词以形成一个对立的通用立方体,并应用三段论推理理论来得出不包含在实际数据中的新信息。

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