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low rank approximation
low rank approximation
47 papers
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Also known as
LRA
Co-occurring keywords
low-rank approximation
(323)
matrix factorization
(529)
matrix approximation
(89)
matrix completion
(356)
dimensionality reduction
(720)
tensor decomposition
(375)
convex optimization
(1321)
numerical linear algebra
(35)
nuclear norm
(79)
streaming algorithm
(131)
Papers
Metric Transforms and Low Rank Representations of Kernels for Fast Attention
NIPS 2024
Improved Bounds for Multi-task Learning with Trace Norm Regularization
COLT 2023
Hardness of Low Rank Approximation of Entrywise Transformed Matrix Products
NIPS 2023
Nonparametric Principal Subspace Regression
JMLR 2022
Efficient Low Rank Convex Bounds for Pairwise Discrete Graphical Models
ICML 2022
Handling Slice Permutations Variability in Tensor Recovery
AAAI 2022
Gauss-Legendre Features for Gaussian Process Regression
JMLR 2022
KoPA: Automated Kronecker Product Approximation
JMLR 2022
Fused Orthogonal Alternating Least Squares for Tensor Clustering
NIPS 2022
Dynamic Tensor Product Regression
NIPS 2022
Generalization Bounds for Data-Driven Numerical Linear Algebra
COLT 2022
In-Database Regression in Input Sparsity Time
ICML 2021
Single Pass Entrywise-Transformed Low Rank Approximation
ICML 2021
Expert advice problem with noisy low rank loss
ACML 2021
Reduced-Rank Regression with Operator Norm Error
COLT 2021
Few-Shot Data-Driven Algorithms for Low Rank Approximation
NIPS 2021
Mode-wise Tensor Decompositions: Multi-dimensional Generalizations of CUR Decompositions
JMLR 2021
Additive Error Guarantees for Weighted Low Rank Approximation
ICML 2021
Estimating Model Uncertainty of Neural Networks in Sparse Information Form
ICML 2020
Input-Sparsity Low Rank Approximation in Schatten Norm
ICML 2020
Sublinear Time Numerical Linear Algebra for Structured Matrices
AAAI 2019
Towards a Zero-One Law for Column Subset Selection
NIPS 2019
Average Case Column Subset Selection for Entrywise $\ell_1$-Norm Loss
NIPS 2019
Spatial Aggregation Facilitates Discovery of Spatial Topics
ACL 2019
Total Least Squares Regression in Input Sparsity Time
NIPS 2019
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