Neighbourhood-assignment attribute reduction based on general binary relations

Eric C. C. Tsang, Changzhong Wang, Du Yan, Jiaze Li
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Abstract

Attribute reduction based on discernibility matrix is one of the important issues in rough set theory. It is also vital to study attribute reduction based on general binary relations. In this paper, the concept of neighborhood-assignment consistent set of attribute reduction based on binary relations is first presented and some of its main properties are discussed. Then, a new attribute reduction method based on a neighborhood-assignment discernibility matrix is proposed. Finally, by applying the proposed attribute reduction method in a practical problem related to water pollutions, some main factors polluting water quality are obtained. The practical example shows that the proposed method is effective.
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基于一般二元关系的邻域分配属性约简
基于差别矩阵的属性约简是粗糙集理论中的重要问题之一。基于一般二元关系的属性约简研究也十分重要。本文首先提出了基于二元关系的属性约简的邻域分配一致集的概念,并讨论了它的一些主要性质。然后,提出了一种基于邻域分配差别矩阵的属性约简方法。最后,将所提出的属性约简方法应用于水污染相关的实际问题,得到了一些污染水质的主要因素。实例表明,该方法是有效的。
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