activity
20182020
most citedCapped norm linear discriminant analysis and its applications

2 citations · 3 across the 3 of their papers we have counts for

collaborators

7 papers

cs.LG20201 cited

Two-dimensional Bhattacharyya bound linear discriminant analysis with its applications

Yan-Ru Guo, Yan-Qin Bai, Chun-Na Li +2

Recently proposed L2-norm linear discriminant analysis criterion via the Bhattacharyya error bound estimation (L2BLDA) is an effective improvement of linear discriminant analysis (…

stat.ML20202 cited

Capped norm linear discriminant analysis and its applications

Jiakou Liu, Xiong Xiong, Pei-Wei Ren +3

Classical linear discriminant analysis (LDA) is based on squared Frobenious norm and hence is sensitive to outliers and noise. To improve the robustness of LDA, in this paper, we i…

cs.LG2020

Principal Component Analysis Based on T-norm Maximization

Xiang-Fei Yang, Yuan-Hai Shao, Chun-Na Li +2

Classical principal component analysis (PCA) may suffer from the sensitivity to outliers and noise. Therefore PCA based on -norm and -norm () have been s…

cs.LG2020

Multiple Flat Projections for Cross-manifold Clustering

Lan Bai, Yuan-Hai Shao, Wei-Jie Chen +2

Cross-manifold clustering is a hard topic and many traditional clustering methods fail because of the cross-manifold structures. In this paper, we propose a Multiple Flat Projectio…

cs.LG2019

A general model for plane-based clustering with loss function

Zhen Wang, Yuan-Hai Shao, Lan Bai +2

In this paper, we propose a general model for plane-based clustering. The general model contains many existing plane-based clustering methods, e.g., k-plane clustering (kPC), proxi…

cs.LG2018

Ramp-based Twin Support Vector Clustering

Zhen Wang, Xu Chen, Chun-Na Li +1

Traditional plane-based clustering methods measure the cost of within-cluster and between-cluster by quadratic, linear or some other unbounded functions, which may amplify the impa…