子空间拓扑
线性子空间
分类器(UML)
计算机科学
学习迁移
联合概率分布
人工智能
模式识别(心理学)
域适应
条件概率分布
算法
数学
几何学
统计
作者
Huoyao Xu,Xiangyu Peng,Junlang Wang,Jie Liu,Chaoming He
出处
期刊:Measurement
[Elsevier]
日期:2022-09-01
卷期号:203: 111986-111986
标识
DOI:10.1016/j.measurement.2022.111986
摘要
• A joint distinct subspace learning and dynamic distribution adaptation framework. • Distinct subspace learning for minimizing geometrical shift. • Dynamic distribution adaptation for minimizing distribution divergence. • Manifold Laplacian regularization term for improving classifier performance. • Learn an adaptive transfer classifier for cross-domain fault diagnosis. Domain adaptation (DA) have achieved phased results in fault transfer diagnosis. However, there is still no unified framework that not only minimize geometrical shift but also minimize distribution shift of source and target data. Besides, existing DA approaches only exploit shared features between domains, which will degenerate when the two domains have a big shift, since a common subspace may not exist. In this paper, a novel joint distinct subspace learning and dynamic distribution adaptation (JDSDDA) method is proposed for rolling bearing fault transfer diagnosis. JDSDDA seeks two coupled projections to map source and target data into distinct subspaces, while adjusting the relative significance of marginal and conditional distributions by an adaptive weight factor. Finally, JDSDDA learns an adaptive classifier by optimizing structural risk minimization (SRM), distinct subspace alignment, dynamic distribution adaptation simultaneously. The experimental results demonstrates that the JDSDDA has significant superiority compared with other DA approaches.
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