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Efficient Attribute Reduction Based on Discernibility Matrix

机译:基于区别矩阵的有效属性约简

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摘要

To reduce the time complexity of attribute reduction algorithm based on discernibility matrix, a simplified decision table is first introduced, and an algorithm with time complexity O(| C || U | ) is designed for calculating the simplified decision table. And then, a new measure of the significance of an attribute is defined for reducing the search space of simplified decision table. A recursive algorithm is proposed for computing the attribute significance that its time complexity is of O(| U / C |). Finally, an efficient attribute reduction algorithm is developed based on the attribute significance. This algorithm is equal to existing algorithms in performance and its time complexity is O(| C || U | ) + O(| C |~2 | U / C | ).
机译:为了降低基于可分辨矩阵的属性约简算法的时间复杂度,首先引入了简化决策表,设计了时间复杂度为O(| C || U |)的算法来计算简化决策表。然后,定义一种属性重要性的新度量,以减少简化决策表的搜索空间。提出了一种递归算法,用于计算其时间复杂度为O(| U / C |)的属性重要性。最后,基于属性的重要性,开发了一种高效的属性约简算法。该算法在性能上与现有算法相同,其时间复杂度为O(| C || U |)+ O(| C |〜2 | U / C |)。

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