Matrix factorization techniques in machine learning, signal processing, and statistics
Compressed sensing is an alternative to Shannon/Nyquist sampling for acquiring sparse or
compressible signals. Sparse coding represents a signal as a sparse linear combination of …
compressible signals. Sparse coding represents a signal as a sparse linear combination of …
Advances in Biomedical Missing Data Imputation: A Survey
Ensuring data quality in biomedical sciences is crucial for reliable research outcomes,
particularly as precision medicine continues to gain prominence. Missing values …
particularly as precision medicine continues to gain prominence. Missing values …
Self-supervised nonlinear transform-based tensor nuclear norm for multi-dimensional image recovery
Recently, transform-based tensor nuclear norm (TNN) minimization methods have received
increasing attention for recovering third-order tensors in multi-dimensional imaging …
increasing attention for recovering third-order tensors in multi-dimensional imaging …
Low-rank quaternion tensor completion for recovering color videos and images
J Miao, KI Kou, W Liu - Pattern Recognition, 2020 - Elsevier
Low-rank quaternion tensor completion method, a novel approach to recovery color videos
and images, is proposed in this paper. We respectively reconstruct a color image and a color …
and images, is proposed in this paper. We respectively reconstruct a color image and a color …
Kernel-based statistical process monitoring and fault detection in the presence of missing data
Missing data widely exist in industrial processes and lead to difficulties in modeling,
monitoring, fault diagnosis, and control. In this article, we propose a nonlinear method to …
monitoring, fault diagnosis, and control. In this article, we propose a nonlinear method to …
A deep variational matrix factorization method for recommendation on large scale sparse dataset
W Zhang, X Zhang, H Wang, D Chen - Neurocomputing, 2019 - Elsevier
Traditional recommendation methods based on matrix factorization techniques have yielded
immense success because of their good scalability. However, they still face the problem of …
immense success because of their good scalability. However, they still face the problem of …
Sparse matrix factorization with L2, 1 norm for matrix completion
Matrix factorization is a popular matrix completion method, however, it is difficult to
determine the ranks of the factor matrices. We propose two new sparse matrix factorization …
determine the ranks of the factor matrices. We propose two new sparse matrix factorization …
Online high rank matrix completion
Recent advances in matrix completion enable data imputation in full-rank matrices by
exploiting low dimensional (nonlinear) latent structure. In this paper, we develop a new …
exploiting low dimensional (nonlinear) latent structure. In this paper, we develop a new …
Tensor Robust Kernel PCA for Multidimensional Data
Recently, the tensor nuclear norm (TNN)-based tensor robust principle component analysis
(TRPCA) has achieved impressive performance in multidimensional data processing. The …
(TRPCA) has achieved impressive performance in multidimensional data processing. The …
Accurate vessel extraction via tensor completion of background layer in X-ray coronary angiograms
This paper proposes an effective method for accurately recovering vessel structures and
intensity information from the X-ray coronary angiography (XCA) images of moving organs …
intensity information from the X-ray coronary angiography (XCA) images of moving organs …