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Sample Pair Selection for Attribute Reduction with Rough Set

机译:用于粗糙集属性约简的样本对选择

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摘要

Attribute reduction is the strongest and most characteristic result in rough set theory to distinguish itself to other theories. In the framework of rough set, an approach of discernibility matrix and function is the theoretical foundation of finding reducts. In this paper, sample pair selection with rough set is proposed in order to compress the discernibility function of a decision table so that only minimal elements in the discernibility matrix are employed to find reducts. First relative discernibility relation of condition attribute is defined, indispensable and dispensable condition attributes are characterized by their relative discernibility relations and key sample pair set is defined for every condition attribute. With the key sample pair sets, all the sample pair selections can be found. Algorithms of computing one sample pair selection and finding reducts are also developed; comparisons with other methods of finding reducts are performed with several experiments which imply sample pair selection is effective as preprocessing step to find reducts.
机译:属性约简是粗糙集理论中与其他理论相区别的最强,最有特色的结果。在粗糙集的框架中,区分矩阵和函数的方法是找到归约的理论基础。在本文中,提出了一种具有粗糙集的样本对选择方法,以压缩决策表的可分辨性函数,从而仅在可分辨性矩阵中使用最少的元素来查找归约。首先定义条件属性的相对可辨别关系,通过必不可少的条件属性的相对可辨别关系来表征必不可少的条件属性,并为每个条件属性定义关键样本对集。使用关键样本对集,可以找到所有样本对选择。还开发了计算一个样本对选择和寻找归约的算法;与寻找还原物的其他方法的比较通过几个实验进行,这表明样品对的选择作为寻找还原物的预处理步骤是有效的。

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