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A revised approach to solving the symbolic value partition problem from a viewpoint of roughness of partitions

机译:从分隔线粗糙度的角度出发解决符号值分隔问题的修订方法

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摘要

In this paper, we discuss a revision of a heuristic algorithm used to optimise symbolic value partitions that was proposed by Min et al. (2008) (RBSVP algorithm) from a viewpoint of the roughness of partitions. Min et al.'s approach for optimising symbolic value partitions was to minimise the number of attribute values used in a given decision table, and the RBSVP algorithm outputs a suboptimal symbolic value partition. However, in some cases, this approach might not contribute to the extraction of useful decision rules from the results of the optimised decision table. In this paper, instead of using the number of attribute values, we introduce the average coverage score that was proposed by Kudo and Murai (2010a) as a criterion of relative reducts based on the roughness of partitions, and we present an example of how the average coverage score is used to select relative reducts in the revised RBSVP algorithm. The results of our experiments indicate that the revised algorithm works well for extracting useful decision rules.
机译:在本文中,我们讨论了Min等人提出的用于优化符号值分区的启发式算法的修订版。 (2008年)(RBSVP算法)从分区的粗糙度。 Min等人的用于优化符号值分区的方法是最小化给定决策表中使用的属性值的数量,并且RBSVP算法输出次优的符号值分区。但是,在某些情况下,此方法可能不会有助于从优化决策表的结果中提取有用的决策规则。在本文中,我们不使用属性值的数量,而是介绍了Kudo和Murai(2010a)提出的平均覆盖率得分,该得分是基于分区粗糙度的相对还原标准,并提供了一个示例,说明了在修订的RBSVP算法中,平均覆盖率得分用于选择相对减少量。实验结果表明,改进后的算法可以很好地提取有用的决策规则。

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