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Flow-based tolerance rough sets for pattern classification

机译:基于流的公差粗集用于模式分类

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Rough set theory is a useful mathematical tool for pattern classification to deal with vagueness in available information. The main disadvantage of rough set theory is that it cannot handle continuous attributes. Although various discretization methods have been proposed to deal with this problem, discretization can result in information loss. It has been found that tolerance rough sets with a tolerance relation can operate effectively on continuous attributes. A tolerance relation is related to a similarity measure which is commonly defined by a simple distance function to measure the proximity of any two patterns distributed in feature space. However, for a simple distance measure, it oversimplifies the criteria aggregation resulting from not considering attribute weights, and it is not a unique way of expressing the preference information on each attribute for any two patterns. This paper proposes a flow-based tolerance rough set using flow, which represents the intensity of preference for one pattern over another, to measure similarity between two patterns. To yield high classification performance, a genetic-algorithm based learning algorithm has been designed to determine parameter specifications and generate the tolerance class of a pattern. The proposed method has been tested on several real-world data sets. Its classification performance is comparable to that of other rough-set-based methods. (C) 2014 Elsevier B.V. All rights reserved.
机译:粗糙集理论是一种有用的数学工具,用于模式分类以处理可用信息中的模糊性。粗糙集理论的主要缺点是它不能处理连续的属性。尽管已经提出了各种离散化方法来解决此问题,但是离散化可能导致信息丢失。已经发现,具有公差关系的公差粗糙集可以有效地对连续属性进行操作。公差关系与相似性度量有关,该相似性度量通常由简单的距离函数定义,以测量分布在特征空间中的任何两个图案的接近度。但是,对于简单的距离度量,它过度简化了由于不考虑属性权重而导致的标准聚合,并且它不是在任何两种模式下表达每个属性上的偏好信息的唯一方式。本文提出了一种基于流量的基于流量的容差粗糙集,它表示一种模式相对于另一种模式的偏好强度,以衡量两种模式之间的相似性。为了获得较高的分类性能,已设计了一种基于遗传算法的学习算法来确定参数规格并生成模式的公差等级。所提出的方法已在多个实际数据集上进行了测试。其分类性能可与其他基于粗糙集的方法相媲美。 (C)2014 Elsevier B.V.保留所有权利。

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