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Fast and Accurate Randomized Algorithms for Low-rank Tensor
  Decompositions

Fast and Accurate Randomized Algorithms for Low-rank Tensor Decompositions

2 April 2021
Linjian Ma
Edgar Solomonik
ArXivPDFHTML

Papers citing "Fast and Accurate Randomized Algorithms for Low-rank Tensor Decompositions"

6 / 6 papers shown
Title
Matrix Compression via Randomized Low Rank and Low Precision
  Factorization
Matrix Compression via Randomized Low Rank and Low Precision Factorization
R. Saha
Varun Srivastava
Mert Pilanci
26
19
0
17 Oct 2023
Approximately Optimal Core Shapes for Tensor Decompositions
Approximately Optimal Core Shapes for Tensor Decompositions
Mehrdad Ghadiri
Matthew Fahrbach
Gang Fu
Vahab Mirrokni
26
8
0
08 Feb 2023
Towards Efficient and Accurate Approximation: Tensor Decomposition Based
  on Randomized Block Krylov Iteration
Towards Efficient and Accurate Approximation: Tensor Decomposition Based on Randomized Block Krylov Iteration
Y. Qiu
Weijun Sun
Guoxu Zhou
Qianchuan Zhao
40
3
0
27 Nov 2022
Enabling All In-Edge Deep Learning: A Literature Review
Enabling All In-Edge Deep Learning: A Literature Review
Praveen Joshi
Mohammed Hasanuzzaman
Chandra Thapa
Haithem Afli
T. Scully
43
22
0
07 Apr 2022
A rank-adaptive higher-order orthogonal iteration algorithm for
  truncated Tucker decomposition
A rank-adaptive higher-order orthogonal iteration algorithm for truncated Tucker decomposition
Chuanfu Xiao
Chao Yang
19
5
0
25 Oct 2021
Tensor Decomposition for Signal Processing and Machine Learning
Tensor Decomposition for Signal Processing and Machine Learning
N. Sidiropoulos
L. De Lathauwer
Xiao Fu
Kejun Huang
Evangelos E. Papalexakis
Christos Faloutsos
117
1,343
0
06 Jul 2016
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