DocumentCode :
59260
Title :
Fast Decomposition of Large Nonnegative Tensors
Author :
Cohen, Jeremy E. ; Farias, Rodrigo Cabral ; Comon, Pierre
Author_Institution :
Images & Signal Dept., GIPSA-Lab., St. Martin d´Hères, France
Volume :
22
Issue :
7
fYear :
2015
fDate :
Jul-15
Firstpage :
862
Lastpage :
866
Abstract :
In signal processing, tensor decompositions have gained in popularity this last decade. In the meantime, the volume of data to be processed has drastically increased. This calls for novel methods to handle Big Data tensors. Since most of these huge data are issued from physical measurements, which are intrinsically real nonnegative, being able to compress nonnegative tensors has become mandatory. Following recent works on HOSVD compression for Big Data, we detail solutions to decompose a nonnegative tensor into decomposable terms in a compressed domain.
Keywords :
Big Data; matrix decomposition; signal processing; tensors; Big Data tensors; HOSVD compression; compressed domain; data processing; large nonnegative tensor fast decomposition; physical measurements; signal processing; Approximation methods; Big data; Convergence; Image coding; Linear programming; Signal processing algorithms; Tensile stress; Big Data; CP decomposition; HOSVD; PARAFAC; compression; nonnegative; tensor;
fLanguage :
English
Journal_Title :
Signal Processing Letters, IEEE
Publisher :
ieee
ISSN :
1070-9908
Type :
jour
DOI :
10.1109/LSP.2014.2374838
Filename :
6967733
Link To Document :
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