Results 1 to 10 of about 9,171,861 (296)
Low-Light Image Enhancement Based on Constraint Low-Rank Approximation Retinex Model [PDF]
Images captured in a low-light environment are strongly influenced by noise and low contrast, which is detrimental to tasks such as image recognition and object detection. Retinex-based approaches have been continuously explored for low-light enhancement.
Xuesong Li +5 more
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Sparse Ultrasound Imaging via Manifold Low-Rank Approximation and Non-Convex Greedy Pursuit [PDF]
Model-based image reconstruction has improved contrast and spatial resolution in imaging applications such as magnetic resonance imaging and emission computed tomography.
Thiago Alberto Rigo Passarin +2 more
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Clustering-based low-rank matrix approximation for multimodal medical image compression [PDF]
Medical images are inherently high-resolution and contain locally varying structures that are crucial for diagnosis. Efficient compression of such data must therefore preserve diagnostic fidelity while minimizing redundancy. Low-rank matrix approximation
Sisipho Hamlomo, Marcellin Atemkeng
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Low-light Image Enhancement Model with Low Rank Approximation [PDF]
Due to the influence of low lightness,the images acquired at dim or backlight conditions tend to have poor visual quality.Retinex-based low-light enhancement models are effective in improving the scene lightness,but they are often limited in hand-ling ...
WANG Yi-han, HAO Shi-jie, HAN Xu, HONG Ri-chang
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Mixed Alternating Projections with Application to Hankel Low-Rank Approximation
The method of alternating projections for extracting low-rank signals is considered. The problem of decreasing the computational costs while keeping the estimation accuracy is analyzed.
Nikita Zvonarev, Nina Golyandina
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Toeplitz matrix completion via a low-rank approximation algorithm
In this paper, we propose a low-rank matrix approximation algorithm for solving the Toeplitz matrix completion (TMC) problem. The approximation matrix was obtained by the mean projection operator on the set of feasible Toeplitz matrices for every ...
Ruiping Wen, Yaru Fu
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Fast and Robust Low-Rank Approximation for Five-Dimensional Seismic Data Reconstruction
Five-dimensional (5D) seismic data reconstruction becomes more appealing in recent years because it takes advantage of five physical dimensions of the seismic data and can reconstruct data with large gap. The low-rank approximation approach is one of the
Juan Wu +5 more
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Low-rank matrix/tensor decompositions are promising methods for reducing the inference time, computation, and memory consumption of deep neural networks (DNNs).
Konstantin Sobolev +3 more
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Subspace Reduction for Stochastic Planar Elasticity
Stochastic eigenvalue problems are nonlinear and multiparametric. They require their own solution methods and remain one of the challenge problems in computational mechanics.
Harri Hakula, Mikael Laaksonen
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Lower bounds for the low-rank matrix approximation
Low-rank matrix recovery is an active topic drawing the attention of many researchers. It addresses the problem of approximating the observed data matrix by an unknown low-rank matrix. Suppose that A is a low-rank matrix approximation of D, where D and A
Jicheng Li, Zisheng Liu, Guo Li
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