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Efficient Low-rank Identification via Accelerated Iteratively Reweighted Nuclear Norm Minimization

• Authors : Wang, Hao; Wang, Ye; Yang, Xiangyu

Subjects: Mathematics - Optimization and Control; Computer Science - Machine Learning

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BANNMDA: a computational model for predicting potential microbe–drug associations based on bilinear attention networks and nuclear norm minimization

• Authors : Mingmin Liang; Xianzhi Liu; Juncai Li

Subjects: computational model; microbe–drug associations; bilinear attention networks

• Source: Front MicrobiolFrontiers in Microbiology, Vol 15 (2025)

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Tensor Completion with BMD Factor Nuclear Norm Minimization

• Authors : Tian, Fan; Pasha, Mirjeta; Kilmer, Misha E.

Subjects: Mathematics - Numerical Analysis

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Geometric characterizations for strong minima with applications to nuclear norm minimization problems

• Authors : Fadili, Jalal; Nghia, Tran T. A.; Phan, Duy Nhat

Subjects: Mathematics - Optimization and Control; Mathematics - Numerical Analysis; 52A41, 90C25, 49J53, 49J52

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Research on ECG signal reconstruction based on improved weighted nuclear norm minimization and approximate message passing algorithm

• Authors : Bing Zhang; Xishun Zhu; Fadia Ali Khan

Subjects: ECG; non-local similarity; approximate message passing algorithm

• Source: Front NeuroinformFrontiers in Neuroinformatics, Vol 18 (2024)

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How robust is randomized blind deconvolution via nuclear norm minimization against adversarial noise?

• Authors : Kostin, Julia; Krahmer, Felix; Stöger, Dominik

Subjects: Computer Science - Information Theory; Computer Science - Machine Learning; Electrical Engineering and Systems Science - Signal Processing

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Impulse Noise Removal by L1 Weighted Nuclear Norm Minimization

• Authors : Lu, Jian; Ye, Yuting; Dong, Yiqiu

Subjects: Impulse noise; 03 medical and health sciences; Weighted nuclear norm minimization

• Source: Lu, J, Ye, Y, Dong, Y, Liu, X & Zou, Y 2023, ' Impulse Noise Removal by L1 Weighted Nuclear Norm

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How robust is randomized blind deconvolution via nuclear norm minimization against adversarial noise?

• Authors : Julia Kostin; Felix Krahmer; Dominik Stöger

Subjects: Signal Processing (eess.SP); FOS: Computer and information sciences; Computer Science - Machine Learning

• Source: Applied and Computational Harmonic Analysis. 76:101746

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Flatness of the nuclear norm sphere, simultaneous polarization, and uniqueness in nuclear norm minimization

• Authors : Hoheisel, Tim; Paquette, Elliot

Subjects: Mathematics - Optimization and Control; 15A18, 47N10, 65F22, 90C25, 90C27

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Closed-Loop Subspace Identification for Stable/ Unstable Systems Using Data Compression and Nuclear Norm Minimization

• Authors : Ichiro Maruta; Toshiharu Sugie;

Subjects: Mathematical models; Adaptive control; 02 engineering and technology

• Source: IEEE Access, Vol 10, Pp 21412-21423 (2022)

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