An incremental approach to feature selection using the weighted dominance-based neighborhood rough sets

被引:0
作者
Yanzhou Pan
Weihua Xu
Qinwen Ran
机构
[1] Southwest University,College of Artificial Intelligence
来源
International Journal of Machine Learning and Cybernetics | 2023年 / 14卷
关键词
Dynamic ordered data; Feature selection; Incremental learning; Weighted dominance-based neighborhood rough sets;
D O I
暂无
中图分类号
学科分类号
摘要
Dominance-based neighborhood rough set (DNRS) is capable to give qualitative and quantitative descriptions of the relations between ordered objects. In spite of its effectiveness in feature selection, DNRS ignores the various significance of features. In fact, different features exert different impacts on decision-making. Once we explore these differences in advance, it is easier to find out features with high correlation and dependency. Likewise, it is inevitable that in big-data era the objects may update from time to time, which calls for efficient attribute reduction. However, the existing approaches are inappropriate for the weighted and ordered data. Motivated by these two deficiencies, first, we assign different weights to conditional attributes and establish the weighted dominance-based neighborhood rough set (WDNRS). Then a kind of conditional entropy in matrix form and ensuing updating principles are put forward to evaluate the significance of the attributes. In addition, grounded on the entropy, we come up with the heuristic algorithm and corresponding incremental mechanism when objects increase. Finally, twelve experiments are carried out to verify that it is effective and efficient for the designed method to select features in dynamic datasets.
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页码:1217 / 1233
页数:16
相关论文
共 154 条
[31]  
Matarazzo B(2019)Incremental mechanism of attribute reduction based on discernible relations for dynamically increasing attribute Soft Comput 24 9148-283
[32]  
Slowinski R(2020)Incremental attribute reduction with rough set for dynamic datasets with simultaneously increasing samples and attributes Int J Mach Learn Cyb 11 273-708
[33]  
Wang P(2022)Dynamic information fusion in multi-source incomplete interval-valued information system with variation of information sources and attributes Inform Sci 608 690-124
[34]  
Wu Q(2022)Dynamic updating approximations of local generalized multi-granulation neighborhood rough set Appl Intell 52 100-423
[35]  
He J(2017)Matrix-based dynamic updating rough fuzzy approximations for data mining Knowl-Based Syst 119 373-201
[36]  
Shang X(2016)Efficient updating rough approximations with multi-dimensional variation of ordered data Inform Sci 372 191-2064
[37]  
Hu Q(2019)Domain-wise approaches for updating approximations with multi-dimensional variation of ordered information systems Inform Sci 478 2052-undefined
[38]  
Yu D(1948)The mathematical theory of communication Bell Syst Tech J 27 undefined-undefined
[39]  
Me Z(2006)Fuzzy probabilistic approximation spaces and their information measures IEEE Trans Fuzzy Syst 14 undefined-undefined
[40]  
Sun L(2012)Rank entropy-based decision trees for monotonic classification IEEE Trans Knowl Data En 24 undefined-undefined