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Robust nonparallel support vector machine with privileged information for pattern recognition

delete2022-12-03
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PRE
AI
L
Liming Liu
P
Ping Li
M
Maoxiang Chu *
刘书明 cover
刘书明 (Shuming Liu)
DOI:10.1007/s13042-022-01709-1delete
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Abstract

Abstract

En 中文
In the field of pattern recognition, collected data always include some additional information which are usually termed as privileged information. The privileged information is latent information belonging to the training samples, which can be easily ignored. The privileged information can help to build a better classifier for classification. In this paper, we try to construct a robust nonparallel support vector machine (NPSVM) model under the privileged information learning (LUPI) setting, termed as R-NPSVM+. On the one hand, we introduce the privileged information into NPSVM so as to build a model for classification. In the training process, both the privileged information and usual samples are used to train the model, which can enhance the accuracy. On the other hand, due to the epsilon-insensitive loss and hinge loss, NPSVM is sensitive to noise or outliers. Hence, we use two robust loss functions in R-NPSVM+ model, which can further ensure the robustness of the model. In addition, we use the Lagrange multiplier method and the dual coordinate descent (DCD) algorithm to optimize the proposed objective function, respectively. Lastly, to evaluate the performance of R-NPSVM+, we conduct a series of experiments. Experimental results confirm that compared with other classical SVM-type algorithms, our R-NPSVM+ can produce a better performance, especially when the samples are corrupted by noise and outliers.
Keywords:
Pattern recognition
Nonparallel support vector machine
Privileged information
Generalization performance
Anti-noise

Journal

International Journal of Machine Learning and Cybernetics cover
International Journal of Machine Learning and Cybernetics
IF:
2.7
Papers:
3.1K
Citations:
5.6K

Organization

U
university of science & technology liaoning
Scholars:
3.3K
Papers: 2.2K
Citations: 4