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About a Distance Measure and Application for Finding Reduct in Incomplete Decision Tables

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Tolerance rough set model is an effective tool to reduce attributes in incomplete decision tables. Over 40 years, several attribute reduction methods have been proposed to improve the efficiency of execution time and the number of attributes of the reduct. However, they are classical filter algorithms, in which the classification accuracy of decision tables is computed after obtaining the reducts. Therefore, the obtained reducts of these algorithms are not optimal in terms of reduct cardinality and classification accuracy. In this paper, we propose a filter-wrapper algorithm to find a reduct in incomplete decision tables. We then use this measure to determine the importance of the property and select the attribute based on the calculated importance (filter phase). In the next step, we find the reduct with the highest classification accuracy by iterating over elements of the set containing the sequence of attributes selected in the first step (wrapper phase). To verify the effectiveness of the method, we conduct experiments on 6 famous UCI data sets. Experimental results show that the proposed method increase classification accuracy as well as reduce the cardinality of reduct compared to Algorithm 1 [12].
Blue Eyes Intelligence Engineering and Sciences Engineering and Sciences Publication - BEIESP
Title: About a Distance Measure and Application for Finding Reduct in Incomplete Decision Tables
Description:
Tolerance rough set model is an effective tool to reduce attributes in incomplete decision tables.
Over 40 years, several attribute reduction methods have been proposed to improve the efficiency of execution time and the number of attributes of the reduct.
However, they are classical filter algorithms, in which the classification accuracy of decision tables is computed after obtaining the reducts.
Therefore, the obtained reducts of these algorithms are not optimal in terms of reduct cardinality and classification accuracy.
In this paper, we propose a filter-wrapper algorithm to find a reduct in incomplete decision tables.
We then use this measure to determine the importance of the property and select the attribute based on the calculated importance (filter phase).
In the next step, we find the reduct with the highest classification accuracy by iterating over elements of the set containing the sequence of attributes selected in the first step (wrapper phase).
To verify the effectiveness of the method, we conduct experiments on 6 famous UCI data sets.
Experimental results show that the proposed method increase classification accuracy as well as reduce the cardinality of reduct compared to Algorithm 1 [12].

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