An incremental attribute reduction algorithm based on the matrix dimension reduction method

In view of the dynamic change of decision system data in practical problems, the concept of attribute importance function is proposed, which eff ectively avoids the defi ciency of considering only each attribute based on importance reduction algorithm. In the calculation process of matrix reduction algorithm, the sample combination explosion between big data causes huge time consumption. The matrix dimension reduction processing method is proposed, which greatly improves the effi ciency and accuracy of calculation. Finally, an incremental reduction algorithm based on matrix dimensionality reduction is presented, and the correctness of the algorithm is tested. Meanwhile, the results of the four algorithms are compared to verify the eff ectiveness of the algorithm.

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Publication Details

Journal
国际化教育科学与理论
Published
2024-12-31
DOI
https://doi.org/10.26789/ijest.v3i9.2012
Primary Topic
Rough Sets and Fuzzy Logic
Type
article
Field-Weighted Citation Impact
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article

An incremental attribute reduction algorithm based on the matrix dimension reduction method

Tao Quan, Yunyun Ma
国际化教育科学与理论
Rough Sets and Fuzzy Logic
article

An incremental attribute reduction algorithm based on the matrix dimension reduction method

Tao Quan, Yunyun Ma
article en

Abstract

In view of the dynamic change of decision system data in practical problems, the concept of attribute importance function is proposed, which eff ectively avoids the defi ciency of considering only each attribute based on importance reduction algorithm. In the calculation process of matrix reduction algorithm, the sample combination explosion between big data causes huge time consumption. The matrix dimension reduction processing method is proposed, which greatly improves the effi ciency and accuracy of calculation. Finally, an incremental reduction algorithm based on matrix dimensionality reduction is presented, and the correctness of the algorithm is tested. Meanwhile, the results of the four algorithms are compared to verify the eff ectiveness of the algorithm.

国际化教育科学与理论Vol. 3(9)
Yan'an University (CN)
Peace, Justice and strong institutions
Openalex Percentile: Top 71%
Rough Sets and Fuzzy Logic
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