Approximate Markov Blanket Feature Selection Method Based on Lasso Fusion

被引:0
|
作者
Liu, Ming [1 ]
Du, Jianqiang [1 ]
Li, Zhiqin [2 ]
Luo, Jigen [1 ]
Nie, Bin [1 ]
Zhang, Mengting [1 ]
机构
[1] School of Computer, Jiangxi University of Chinese Medicine, Nanchang,330004, China
[2] Informatization Office, Jiangxi Normal University, Nanchang,330022, China
关键词
Information filtering - Iterative methods - Medicine;
D O I
10.3778/j.issn.1002-8331.2212-0094
中图分类号
学科分类号
摘要
In feature selection, approximate Markov blankets are often used to judge redundant features, but the redundant features obtained are not identical. Therefore, when using approximate Markov blankets directly to delete redundant features, there may be situations that may lead to information loss and affect model accuracy. Therefore, an approximate Markov blanket feature selection method based on Lasso fusion for high-dimensional small sample data of traditional Chinese medicine metabonomics is proposed. The method is divided into two stages. In the first stage, irrelevant features are filtered by analyzing the correlation of features with the maximum information coefficient. In the second stage, approximate Markov blankets are used to construct similar feature groups, Lasso is used to evaluate the influence of features in similar feature groups, and redundant features are removed iteratively. The experimental results show that the algorithm can reduce the loss of useful information, remove irrelevant features and redundant features, and improve the accuracy and stability of the model. © 2024 Journal of Computer Engineering and Applications Beijing Co., Ltd.; Science Press. All rights reserved.
引用
收藏
页码:121 / 130
相关论文
共 50 条
  • [1] Feature Selection Method Based on Maximum Information Coefficient and Approximate Markov Blanket
    Sun, Guang-Lu
    Song, Zhi-Chao
    Liu, Jin-Lai
    Zhu, Su-Xia
    He, Yong-Jun
    [J]. Zidonghua Xuebao/Acta Automatica Sinica, 2017, 43 (05): : 795 - 805
  • [2] Approximate Markov blanket feature selection algorithm
    Cui, Zi-Feng
    Xu, Bao-Wen
    Zhang, Wei-Feng
    Xu, Jun-Ling
    [J]. Jisuanji Xuebao/Chinese Journal of Computers, 2007, 30 (12): : 2074 - 2081
  • [3] A Feature Selection Algorithm Based on Approximate Markov Blanket and Dynamic Mutual Information
    Wang, Xiaodan
    Yao, Xu
    Zhang, Yuxi
    Lei, Lei
    [J]. INTELLIGENT SCIENCE AND INTELLIGENT DATA ENGINEERING, ISCIDE 2011, 2012, 7202 : 226 - 233
  • [4] Strong approximate Markov blanket and its application on filter-based feature selection
    Hua, Zhongsheng
    Zhou, Jian
    Hua, Ye
    Zhang, Wei
    [J]. APPLIED SOFT COMPUTING, 2020, 87
  • [5] Research on Hybrid Feature Selection Method Based on Iterative Approximation Markov Blanket
    Huang, Canyi
    Li, Keding
    Du, Jianqiang
    Nie, Bin
    Xu, Guoliang
    Xiong, Wangping
    Luo, Jigen
    [J]. COMPUTATIONAL AND MATHEMATICAL METHODS IN MEDICINE, 2020, 2020
  • [6] An Information-Theoretic Feature Selection Method Based on Estimation of Markov Blanket
    Liu, Hongzhi
    Wu, Zhonghai
    Zhang, Xing
    Hsu, D. Frank
    [J]. PROCEEDINGS OF 2015 IEEE 14TH INTERNATIONAL CONFERENCE ON COGNITIVE INFORMATICS & COGNITIVE COMPUTING (ICCI*CC), 2015, : 327 - 332
  • [7] Malware Detection Using Hidden Markov Model based on Markov Blanket Feature Selection Method
    Pechaz, Bassir
    Jahan, Majid Vafaie
    Jalali, Mehrdad
    [J]. SECOND INTERNATIONAL CONGRESS ON TECHNOLOGY, COMMUNICATION AND KNOWLEDGE (ICTCK 2015), 2015, : 558 - 563
  • [8] A novel feature selection method via mining Markov blanket
    Khan, Waqar
    Kong, Lingfu
    Noman, Sohail M.
    Brekhna, Brekhna
    [J]. APPLIED INTELLIGENCE, 2023, 53 (07) : 8232 - 8255
  • [9] A novel feature selection method via mining Markov blanket
    Waqar Khan
    Lingfu Kong
    Sohail M. Noman
    Brekhna Brekhna
    [J]. Applied Intelligence, 2023, 53 : 8232 - 8255
  • [10] Markov Blanket based Feature Selection: A Review of Past Decade
    Fu, Shunkai
    Desmarais, Michel C.
    [J]. WORLD CONGRESS ON ENGINEERING, WCE 2010, VOL I, 2010, : 321 - 328