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Multi-granularity unsupervised feature selection based on the entropy ball model

delete2025-11-01
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PRE
AI
X
Xia Ji *
W
Wanyu Duan
P
Peng, Jianhua
S
Shen, Yanqi
周
周芃 (Peng Zhou)
DOI:10.1016/j.ins.2025.122781delete
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摘要

摘要

En 中文
Feature selection is a core research topic in machine learning and data mining. While existing feature selection algorithms have produced useful research results, most of them focus on labeled data with in supervised scenarios. However, in real-world applications, most data is unlabeled.Therefore, the research results of unsupervised feature selection algorithms have important application value, and further enrichment and development are urgently needed. Existing unsupervised feature selection algorithms mostly perform feature selection from a single granularity level, that is, they evaluate feature importance and select features in the units of the original sample layer of the dataset. However, analyzing data at only a single granularity level ignores information at the other granularity levels, thus limiting the ability of algorithms to understand complex data, affecting their assessment of feature importance, and impairing their performance. To address this problem, we propose an entropy ball model for multi-granularity data representation to capture the underlying multi-level structural information of the data. Subsequently, we construct an extended fuzzy rough set model based on the entropy ball model to address mixed types of data. We further design a multi-granularity unsupervised feature selection algorithm (MGUFS-EB) based on the entropy ball model and define a feature contribution evaluation metric to measure the importance of features. Then, we conduct comprehensive comparative experiments on the performance of nine advanced unsupervised feature selection algorithms in classification, clustering, and outlier detection. Experimental results demonstrate that MGUFS-EB achieves superior performance and high robustness.
Keyword:
Entropy ball model
Fuzzy rough set
Multi-granularity
Unsupervised feature selection

期刊

Information Sciences 封面图
Information Sciences
IF:
6.8
论文数:
553
被引数:
6.2W

机构

A
Anhui University
学者数:
1.7K
论文数: 571
被引数: 1.6W
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