The Tensor Production of Block Matrix and its Parallel Computing

First, the result was proved that two matrices tensor product can be exchanged in the sense of permutation similar and this explants that the tensor product of block matrixes can be block calculated in the sense of permutation similar. Second, the convenient constructing method for the permutation m...

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Main Author: Tan Guolü
Format: Article
Language:English
Published: SAGE Publishing 2009-12-01
Series:Journal of Algorithms & Computational Technology
Online Access:https://doi.org/10.1260/174830109789621329
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spelling doaj-1eb73bdbec6f4cbbbc2f45d26f194a632020-11-25T03:22:13ZengSAGE PublishingJournal of Algorithms & Computational Technology1748-30181748-30262009-12-01310.1260/174830109789621329The Tensor Production of Block Matrix and its Parallel ComputingTan GuolüFirst, the result was proved that two matrices tensor product can be exchanged in the sense of permutation similar and this explants that the tensor product of block matrixes can be block calculated in the sense of permutation similar. Second, the convenient constructing method for the permutation matrix is given. Third, the parallel computing models of matrix tensor product are proposed. Final, the thought and process of the algorithm are showed by an example.https://doi.org/10.1260/174830109789621329
collection DOAJ
language English
format Article
sources DOAJ
author Tan Guolü
spellingShingle Tan Guolü
The Tensor Production of Block Matrix and its Parallel Computing
Journal of Algorithms & Computational Technology
author_facet Tan Guolü
author_sort Tan Guolü
title The Tensor Production of Block Matrix and its Parallel Computing
title_short The Tensor Production of Block Matrix and its Parallel Computing
title_full The Tensor Production of Block Matrix and its Parallel Computing
title_fullStr The Tensor Production of Block Matrix and its Parallel Computing
title_full_unstemmed The Tensor Production of Block Matrix and its Parallel Computing
title_sort tensor production of block matrix and its parallel computing
publisher SAGE Publishing
series Journal of Algorithms & Computational Technology
issn 1748-3018
1748-3026
publishDate 2009-12-01
description First, the result was proved that two matrices tensor product can be exchanged in the sense of permutation similar and this explants that the tensor product of block matrixes can be block calculated in the sense of permutation similar. Second, the convenient constructing method for the permutation matrix is given. Third, the parallel computing models of matrix tensor product are proposed. Final, the thought and process of the algorithm are showed by an example.
url https://doi.org/10.1260/174830109789621329
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