4.6 Article

Pinball Loss Twin Support Vector Clustering

Publisher

ASSOC COMPUTING MACHINERY
DOI: 10.1145/3409264

Keywords

Support vector machine; twin support vector machine; clustering; twin support vector clustering; pinball loss; quantile distance; noise insensitivity; optimization; convex programming

Funding

  1. Science & Engineering Research Board (SERB) Government of INDIA [SB/S2/RJN-001/2016, ECR/2017/000053]
  2. Council of Scientific & Industrial Research (CSIR), New Delhi, INDIA under Extra Mural Research (EMR) Scheme [22(0751)/17/EMR-II]
  3. Alzheimer's Disease Neuroimaging Initiative (ADNI) (National Institutes of Health) [U01 AG024904]
  4. DOD ADNI (Department of Defense) [W81XWH-12-2-0012]
  5. National Institute on Aging
  6. National Institute of Biomedical Imaging and Bioengineering
  7. AbbVie
  8. Alzheimer's Association
  9. Alzheimer's Drug Discovery Foundation
  10. Araclon Biotech
  11. BioClinica, Inc.
  12. Biogen
  13. Bristol-Myers Squibb Company
  14. CereSpir, Inc.
  15. Cogstate
  16. Eisai Inc.
  17. Elan Pharmaceuticals, Inc.
  18. Eli Lilly and Company
  19. EuroImmun
  20. F. Hoffmann-La Roche Ltd
  21. Genentech, Inc.
  22. Fujirebio
  23. GE Healthcare
  24. IXICO Ltd.
  25. Janssen Alzheimer Immunotherapy Research & Development, LLC.
  26. Johnson & Johnson Pharmaceutical Research & Development LLC.
  27. Lumosity
  28. Lundbeck
  29. Merck Co., Inc.
  30. Meso Scale Diagnostics, LLC.
  31. NeuroRx Research
  32. Neurotrack Technologies
  33. Novartis Pharmaceuticals Corporation
  34. Pfizer Inc.
  35. Piramal Imaging
  36. Servier
  37. Takeda Pharmaceutical Company
  38. Transition Therapeutics
  39. Canadian Institutes of Health Research

Ask authors/readers for more resources

This article introduces a new clustering algorithm pinTSVC to address the issues of noise sensitivity and re-sampling instability, by incorporating the pinball loss function for enhanced stability and performance in noise-corrupted datasets.
Twin Support Vector Clustering (TWSVC) is a clustering algorithm inspired by the principles of Twin Support Vector Machine (TWSVM). TWSVC has already outperformed other traditional plane based clustering algorithms. However, TWSVC uses hinge loss, which maximizes shortest distance between clusters and hence suffers from noise-sensitivity and low re-sampling stability. In this article, we propose Pinball loss Twin Support Vector Clustering (pinTSVC) as a clustering algorithm. The proposed pinTSVC model incorporates the pinball loss function in the plane clustering formulation. Pinball loss function introduces favorable properties such as noise-insensitivity and re-sampling stability. The time complexity of the proposed pinTSVC remains equivalent to that of TWSVC. Extensive numerical experiments on noise-corrupted benchmark UCI and artificial datasets have been provided. Results of the proposed pinTSVC model are compared with TWSVC, Twin Bounded Support Vector Clustering (TBSVC) and Fuzzy c-means clustering (FCM). Detailed and exhaustive comparisons demonstrate the better performance and generalization of the proposed pinTSVC for noise-corrupted datasets. Further experiments and analysis on the performance of the above-mentioned clustering algorithms on structural MRI (sMRI) images taken from the ADNI database, face clustering, and facial expression clustering have been done to demonstrate the effectiveness and feasibility of the proposed pinTSVC model.

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