Multiobjective hybrid monarch butterfly optimization for imbalanced disease classification problem

被引:0
|
作者
MadhuSudana Rao Nalluri
Krithivasan Kannan
Xiao-Zhi Gao
Diptendu Sinha Roy
机构
[1] Amrita Vishwa Vidyapeetham,School of Engineering,Department of Mathematics
[2] SASTRA Deemed to be University,Discrete Mathematics Research Laboratory (DMRL), Department of Mathematics
[3] University of Eastern Finland,School of Computing
[4] National Institute of Technology,Department of Computer Science and Engineering
关键词
Multi-objective optimization; SVM; Evolutionary algorithm; Totally uni-modular matrix; Limit-points;
D O I
暂无
中图分类号
学科分类号
摘要
Datasets obtained from the real world are far from balanced, particularly for disease datasets, since such datasets are usually highly skewed having a few minority classes apart from one or more prominent majority classes. In this research, we put forward the novel hybrid architecture to handle imbalanced binary disease datasets that arrives upon the efficient combination of Support vector machine (SVM) classifier’s sensitive parameter values for improved performance of SVM by means of an Evolutionary algorithm (EA), namely monarch butterfly optimization (MBO). In this paper, MBO is used to enumerate three objectives, namely prediction accuracy (PAC), sensitivity (SEN), specificity (SPE). Additionally, we propose a Totally uni-modular matrix (TUM) and limit points based non-dominated solutions selection for deciding local and global search and to generate an efficient initial population respectively. Since these two greatly affect the performance of EAs, the performance of the proposed hybrid architecture is tested on 18 disease datasets having binary class labels and the results obtained demonstrate improvements using the proposed method. For the majority of the datasets, either 100% sensitivity and/or specificity were attained. Moreover, pertinent statistical tests were carried out to ascertain the performances obtained.
引用
收藏
页码:1423 / 1451
页数:28
相关论文
共 50 条
  • [21] Clustering-Based Monarch Butterfly Optimization for Constrained Optimization
    Huang, Sibo
    Cui, Han
    Wei, Xiaohui
    Cai, Zhaoquan
    [J]. INTERNATIONAL JOURNAL OF COMPUTATIONAL INTELLIGENCE SYSTEMS, 2020, 13 (01) : 1369 - 1392
  • [22] Clustering-Based Monarch Butterfly Optimization for Constrained Optimization
    Sibo Huang
    Han Cui
    Xiaohui Wei
    Zhaoquan Cai
    [J]. International Journal of Computational Intelligence Systems, 2020, 13 : 1369 - 1392
  • [23] HCSMBO: A hybrid cat swarm and monarch butterfly optimization algorithm for energy consumption optimization in industrial internet of things
    Wang, Yongmei
    Ma, Weiwei
    Song, Li
    Cai, Zerui
    [J]. ALEXANDRIA ENGINEERING JOURNAL, 2024, 102 : 279 - 289
  • [24] A New Monarch Butterfly Optimization Algorithm with SA Strategy
    Wang, Xitong
    Tian, Xin
    Zhang, Yonggang
    [J]. KNOWLEDGE SCIENCE, ENGINEERING AND MANAGEMENT, KSEM 2019, PT II, 2019, 11776 : 250 - 258
  • [25] Harmony-Based Monarch Butterfly Optimization Algorithm
    Ghetas, Mohamed
    Yong, Chan Huah
    Sumari, Putra
    [J]. PROCEEDINGS 5TH IEEE INTERNATIONAL CONFERENCE ON CONTROL SYSTEM, COMPUTING AND ENGINEERING (ICCSCE 2015), 2015, : 156 - 161
  • [26] Cloudlet Scheduling by Hybridized Monarch Butterfly Optimization Algorithm
    Strumberger, Ivana
    Tuba, Milan
    Bacanin, Nebojsa
    Tuba, Eva
    [J]. JOURNAL OF SENSOR AND ACTUATOR NETWORKS, 2019, 8 (03)
  • [27] A new monarch butterfly optimization with an improved crossover operator
    Gai-Ge Wang
    Suash Deb
    Xinchao Zhao
    Zhihua Cui
    [J]. Operational Research, 2018, 18 : 731 - 755
  • [28] Feature selection using binary monarch butterfly optimization
    Lin Sun
    Shanshan Si
    Jing Zhao
    Jiucheng Xu
    Yaojin Lin
    Zhiying Lv
    [J]. Applied Intelligence, 2023, 53 : 706 - 727
  • [29] Feature selection using binary monarch butterfly optimization
    Sun, Lin
    Si, Shanshan
    Zhao, Jing
    Xu, Jiucheng
    Lin, Yaojin
    Lv, Zhiying
    [J]. APPLIED INTELLIGENCE, 2023, 53 (01) : 706 - 727
  • [30] A new monarch butterfly optimization with an improved crossover operator
    Wang, Gai-Ge
    Deb, Suash
    Zhao, Xinchao
    Cui, Zhihua
    [J]. OPERATIONAL RESEARCH, 2018, 18 (03) : 731 - 755