Low-rank 2D local discriminant graph embedding for robust image feature extraction
作者:
Highlights:
• The main contributions of the paper are summarized as follows.
• It is learned a low-rank matrix based on the graph embedding that can simultaneously perform subspace learning, graph Laplacian regularization, and low-rank learning in a unified strategy is proposed and an iterative solution to the convex optimization problem is provided.
• It is combined the graph embedding framework with the low-rank matrix, two intraclass and interclass weighted matrix graphs are proposed, which fully discover the manifold structural information of the neighbourhood and improve the recognition ability in 2D images.
• It is proposed to ensure that the given data are divided into a low-rank feature coding part and a sparse noise error part to improve the recognition ability, which can weaken the influence of noise and occlusion when learning the optimal projection.
摘要
•The main contributions of the paper are summarized as follows.•It is learned a low-rank matrix based on the graph embedding that can simultaneously perform subspace learning, graph Laplacian regularization, and low-rank learning in a unified strategy is proposed and an iterative solution to the convex optimization problem is provided.•It is combined the graph embedding framework with the low-rank matrix, two intraclass and interclass weighted matrix graphs are proposed, which fully discover the manifold structural information of the neighbourhood and improve the recognition ability in 2D images.•It is proposed to ensure that the given data are divided into a low-rank feature coding part and a sparse noise error part to improve the recognition ability, which can weaken the influence of noise and occlusion when learning the optimal projection.
论文关键词:Feature extraction,Two-dimensional locality preserving projections (2DLPP),Low-rank,Graph embedding (GE),Discrimination information
论文评审过程:Received 8 February 2022, Revised 7 August 2022, Accepted 6 September 2022, Available online 11 September 2022, Version of Record 15 September 2022.
论文官网地址:https://doi.org/10.1016/j.patcog.2022.109034