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NeuLFT: A novel approach to nonlinear canonical polyadic decomposition on high-dimensional incomplete tensors
AH igh-D imensional and I ncomplete (HDI) tensor is frequently encountered in a big data-
related application concerning the complex dynamic interactions among numerous entities …
related application concerning the complex dynamic interactions among numerous entities …
The rise of nonnegative matrix factorization: algorithms and applications
YT Guo, QQ Li, CS Liang - Information Systems, 2024 - Elsevier
Although nonnegative matrix factorization (NMF) is widely used, some matrix factorization
methods result in misleading results and waste of computing resources due to lack of timely …
methods result in misleading results and waste of computing resources due to lack of timely …
Gradient-based differential neural-solution to time-dependent nonlinear optimization
In this technical article, to seek the optimal solution to time-dependent nonlinear optimization
subject to linear inequality and equality constraints (TDNO-IEC), the gradient-based …
subject to linear inequality and equality constraints (TDNO-IEC), the gradient-based …
Framelet representation of tensor nuclear norm for third-order tensor completion
The main aim of this paper is to develop a framelet representation of the tensor nuclear norm
for third-order tensor recovery. In the literature, the tensor nuclear norm can be computed by …
for third-order tensor recovery. In the literature, the tensor nuclear norm can be computed by …
Hyperspectral images super-resolution via learning high-order coupled tensor ring representation
Hyperspectral image (HSI) super-resolution is a hot topic in remote sensing and computer
vision. Recently, tensor analysis has been proven to be an efficient technology for HSI …
vision. Recently, tensor analysis has been proven to be an efficient technology for HSI …
A generalized graph regularized non-negative tucker decomposition framework for tensor data representation
Non-negative Tucker decomposition (NTD) is one of the most popular techniques for tensor
data representation. To enhance the representation ability of NTD by multiple intrinsic cues …
data representation. To enhance the representation ability of NTD by multiple intrinsic cues …
Tensor N-tubal rank and its convex relaxation for low-rank tensor recovery
The recent popular tensor tubal rank, defined based on tensor singular value decomposition
(t-SVD), yields promising results. However, its framework is applicable only to three-way …
(t-SVD), yields promising results. However, its framework is applicable only to three-way …
Multi-channel EEG epileptic spike detection by a new method of tensor decomposition
Objective. Epilepsy is one of the most common brain disorders. For epilepsy diagnosis or
treatment, the neurologist needs to observe epileptic spikes from electroencephalography …
treatment, the neurologist needs to observe epileptic spikes from electroencephalography …
A nonconvex relaxation approach to low-rank tensor completion
X Zhang - IEEE transactions on neural networks and learning …, 2018 - ieeexplore.ieee.org
Low-rank tensor completion plays an important role in many applications such as image
processing, computer vision, and machine learning. A widely used convex relaxation of this …
processing, computer vision, and machine learning. A widely used convex relaxation of this …
Low tensor-ring rank completion by parallel matrix factorization
Tensor-ring (TR) decomposition has recently attracted considerable attention in solving the
low-rank tensor completion (LRTC) problem. However, due to an unbalanced unfolding …
low-rank tensor completion (LRTC) problem. However, due to an unbalanced unfolding …