A Worst Case Analysis of Calibrated Label Ranking Multi-label Classification Method

被引:0
|
作者
Mello, Lucas H.S. [1 ]
Varejão, Flávio M. [1 ]
Rodrigues, Alexandre L. [2 ]
机构
[1] Department of Informatics, Federal University of Espírito Santo, Vitória, Brazil
[2] Department of Statistics, Federal University of Espírito Santo, Vitória, Brazil
关键词
Classification methods - Label rankings - Losses minimizations - Mathematical proof - Multi-label classifications - Multi-label learning - Multi-labels - Multilabel - Pairwise preference - Performance;
D O I
暂无
中图分类号
学科分类号
摘要
Most multi-label classification methods are evaluated on real datasets, which is a good practice for comparing the performance among methods on the average scenario. Due to the large amount of factors to consider, this empirical approach does not explain, nor does show the factors impacting the performance. A reasonable way to understand some of the performance’s factors of multi-label methods independently of the context is to find a mathematical proof about them. In this paper, mathematical proofs are given for the multilabel method ranking by pairwise comparison and its extension for classification named by calibrated label ranking, showing their performance on a worst case scenario for five multilabel metrics. The pairwise approach adopted by ranking by pairwise comparison enables the algorithm to achieve the optimal performance on Spearman rank correlation. However, the findings presented in this paper clearly show that the same pairwise approach adopted by the algorithm is also a crucial factor contributing to a very poor performance on other multi-label metrics. ©2022 Lucas Henrique Sousa Mello, Flávio Miguel Varejão, Alexandre Loureiros Rodrigues.
引用
下载
收藏
相关论文
共 50 条
  • [41] Structuring the Output Space in Multi-label Classification by Using Feature Ranking
    Nikoloski, Stevanche
    Kocev, Dragi
    Dzeroski, Saso
    NEW FRONTIERS IN MINING COMPLEX PATTERNS, NFMCP 2017, 2018, 10785 : 151 - 166
  • [42] HMC-ReliefF: Feature Ranking for Hierarchical Multi-label Classification
    Slavkov, Ivica
    Karcheska, Jana
    Kocev, Dragi
    Dzeroski, Saso
    COMPUTER SCIENCE AND INFORMATION SYSTEMS, 2018, 15 (01) : 187 - 209
  • [43] OPTIMAL RANKING IN MULTI-LABEL CLASSIFICATION USING LOCAL PRECISION RATES
    Jiang, Ci-Ren
    Liu, Chun-Chi
    Zhou, Xianghong J.
    Huang, Haiyan
    STATISTICA SINICA, 2014, 24 (04) : 1547 - 1570
  • [44] Deep Ranking for Image Zero-Shot Multi-Label Classification
    Ji, Zhong
    Cui, Biying
    Li, Huihui
    Jiang, Yu-Gang
    Xiang, Tao
    Hospedales, Timothy
    Fu, Yanwei
    IEEE TRANSACTIONS ON IMAGE PROCESSING, 2020, 29 (29) : 6549 - 6560
  • [45] A Nonlinear Label Compression and Transformation Method for Multi-label Classification Using Autoencoders
    Wicker, Joerg
    Tyukin, Andrey
    Kramer, Stefan
    ADVANCES IN KNOWLEDGE DISCOVERY AND DATA MINING, PAKDD 2016, PT I, 2016, 9651 : 328 - 340
  • [46] Label Correction Strategy on Hierarchical Multi-Label Classification
    Ananpiriyakul, Thanawut
    Poomsirivilai, Piyapan
    Vateekul, Peerapon
    MACHINE LEARNING AND DATA MINING IN PATTERN RECOGNITION, MLDM 2014, 2014, 8556 : 213 - 227
  • [47] Application of Label Correlation in Multi-Label Classification: A Survey
    Huang, Shan
    Hu, Wenlong
    Lu, Bin
    Fan, Qiang
    Xu, Xinyao
    Zhou, Xiaolei
    Yan, Hao
    Applied Sciences (Switzerland), 2024, 14 (19):
  • [48] The importance of the label hierarchy in hierarchical multi-label classification
    Jurica Levatić
    Dragi Kocev
    Sašo Džeroski
    Journal of Intelligent Information Systems, 2015, 45 : 247 - 271
  • [49] Joint learning of multi-label classification and label correlations
    He, Zhi-Fen
    Yang, Ming
    Liu, Hui-Dong
    Ruan Jian Xue Bao/Journal of Software, 2014, 25 (09): : 1967 - 1981
  • [50] Clustered intrinsic label correlations for multi-label classification
    Zhang, Ju-Jie
    Fang, Min
    Li, Xiao
    EXPERT SYSTEMS WITH APPLICATIONS, 2017, 81 : 134 - 146