一种具有与或运算符学习能力的模糊ID3算法

I. Hayashi, J. Ozawa
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引用次数: 4

摘要

模糊ID3是一种获取模糊决策树的有效方法。然而,模糊ID3存在两个问题,即缺乏表示的问题和调整问题。在我们的模糊ID3中,AND/OR算子使用参数的t范数和t保形连接词来表述,每个参数使用黄金分割法进行调整。通过对参数的调整,提出的模糊ID3给出了更精确的数据集表示模糊规则。如果选择t-一致性连接作为AND/OR运算符,则该决策树有一个子决策树。
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A proposal of fuzzy ID3 with ability of learning for AND/OR operators
The fuzzy ID3 is a powerful method to acquire fuzzy decision trees. However, the fuzzy ID3 has a couple of problems, i.e., a problem of a lack of representation and an adjusting problem. In our fuzzy ID3, AND/OR operators are formulated using t-norm and t-conorm connectives with parameters and each parameter is adjusted using golden section method. By adjusting parameters, the proposed fuzzy ID3 gives more accurate fuzzy rules for representing the data sets. If t-conorm connective is selected as AND/OR operator, the decision tree has a sub-decision tree.
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