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
  • [41] Modified Monarch Butterfly Optimization Algorithm for RFID Network Planning
    Strumberger, Ivana
    Tuba, Eva
    Bacanin, Nebojsa
    Beko, Marko
    Tuba, Milan
    [J]. PROCEEDINGS OF 2018 6TH INTERNATIONAL CONFERENCE ON MULTIMEDIA COMPUTING AND SYSTEMS (ICMCS), 2018, : 217 - 222
  • [42] Monarch butterfly optimization algorithm for computed tomography image segmentation
    O. M. Dorgham
    Mohammed Alweshah
    M. H. Ryalat
    J. Alshaer
    M. Khader
    S. Alkhalaileh
    [J]. Multimedia Tools and Applications, 2021, 80 : 30057 - 30090
  • [43] An image segmentation method based on improved Monarch Butterfly Optimization
    Babak Masoudi
    Hadi S. Aghdasi
    [J]. Iran Journal of Computer Science, 2022, 5 (1) : 41 - 54
  • [44] The monarch butterfly optimization algorithm for solving feature selection problems
    Alweshah, Mohammed
    Al Khalaileh, Saleh
    Gupta, Brij B.
    Almomani, Ammar
    Hammouri, Abdelaziz, I
    Al-Betar, Mohammed Azmi
    [J]. NEURAL COMPUTING & APPLICATIONS, 2022, 34 (14): : 11267 - 11281
  • [45] Monarch butterfly optimization algorithm for computed tomography image segmentation
    Dorgham, O. M.
    Alweshah, Mohammed
    Ryalat, M. H.
    Alshaer, J.
    Khader, M.
    Alkhalaileh, S.
    [J]. MULTIMEDIA TOOLS AND APPLICATIONS, 2021, 80 (20) : 30057 - 30090
  • [46] Hybridizing artificial bee colony with monarch butterfly optimization for numerical optimization problems
    Waheed A. H. M. Ghanem
    Aman Jantan
    [J]. Neural Computing and Applications, 2018, 30 : 163 - 181
  • [47] Optimal parameter estimation forPEMFCusing modified monarch butterfly optimization
    Yuan, Zhi
    Wang, Weiqing
    Wang, Haiyun
    [J]. INTERNATIONAL JOURNAL OF ENERGY RESEARCH, 2020, 44 (11) : 8427 - 8441
  • [48] Monarch Butterfly Optimization Algorithm for Localization in Wireless Sensor Networks
    Strumberger, Ivana
    Tuba, Eva
    Bacanin, Nebojsa
    Beko, Marko
    Tuba, Milan
    [J]. 2018 28TH INTERNATIONAL CONFERENCE RADIOELEKTRONIKA (RADIOELEKTRONIKA), 2018,
  • [49] The monarch butterfly optimization algorithm for solving feature selection problems
    Mohammed Alweshah
    Saleh Al Khalaileh
    Brij B. Gupta
    Ammar Almomani
    Abdelaziz I. Hammouri
    Mohammed Azmi Al-Betar
    [J]. Neural Computing and Applications, 2022, 34 : 11267 - 11281
  • [50] A robust multiobjective Harris' Hawks Optimization algorithm for the binary classification problem
    Dokeroglu, Tansel
    Deniz, Ayca
    Kiziloz, Hakan Ezgi
    [J]. KNOWLEDGE-BASED SYSTEMS, 2021, 227