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Learning with Euler non-negative representation for robust pattern analysis

delete2026-03-30
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PRE
AI
J
Jianhang Zhou
Z
Zhihui Lin
Q
Qi Zhang
J
Jia Gu *
DOI:10.1016/j.eswa.2026.132229delete
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Abstract

Abstract

En 中文
• Euler non-negative representation captures nonlinearity with Euler transformation. • Euler non-negative collaborative representation achieves both nonlinearity and efficiency. • Robust Newton-based solver handles constant, linear, and random noise.
Keywords:
Euler non-negative representation
Non-negative collaborative representation
Robust pattern analysis
Newton-based solver
Pattern recognition

Journal

Expert Systems with Applications cover
Expert Systems with Applications
IF:
7.5
Papers:
3.0W
Citations:
10.2W

Organization

S
Shanghai University
Scholars:
2.1K
Papers: 745
Citations: 3.7W
C
city university of macau
Scholars:
1.3K
Papers: 1.4K
Citations: 1
Cited Papers

Cited Papers

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errChristopher J.C. Burges
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Euler Principal Component Analysis
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Towards Accurate and Lightweight Masked Face Recognition: An Experimental Evaluation
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errMartinez-Diaz, Yoanna; Mendez-Vazquez, Heydi; Luevano, Luis S.; Nicolas-Diaz, Miguel; Chang, Leonardo; Gonzalez-Mendoza, Miguel
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