J4 ›› 2008, Vol. 30 ›› Issue (11): 80-82.
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王岑 潘正华
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摘要:
本文基于中介逻辑理论,在知识描述中区分知识的“矛盾”与“对立”,肯定对立的模糊概念之间存在中介对象(中介概念),将矛盾否定与对立否定运用于知识表示中;并 以一金融决策实际问题为例,采用距离比率函数为模糊谓词表达式赋予属于[0,1]区间的真值,结合中介谓词逻辑的无穷值语义模型与具体情形,给出了模型中变量(取值的的一种确定方法及其意义,最后通过一具体实例讨论了模糊知识推理。
关键词: 模糊知识表示 中介逻辑 无穷值模型 真值程度
Abstract:
Based on the theory of medium logic, the paper differentiates eontradictory from opposition in knowledge representation, affirms that there exists a m edium concept between a pair of opposite fuzzy concepts,and introduces fuzzy privative and opposition privative in traditional knowledge representation, It takes a financial decision-making program for example, adopts a ratio function of distance to endow each fuzzy predicate expression with a truth value which belongs to the interval [0, 1]. Based on the infinite-valued model of MF, it gives a method to ascertain the value of variable λ in the model according to specific eases, from which the effect and meaning of λ are shown. Finally it discusses fuzzy knowledge reasoning by a specific example.
Key words: fuzzy knowledge representation, medium logic, infinite-valued model, truth value
王岑 潘正华. 基于中介逻辑的模糊知识表示及应用[J]. J4, 2008, 30(11): 80-82.
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http://joces.nudt.edu.cn/CN/Y2008/V30/I11/80