Sparse matrices in computer algebra when using distributed memory: theory and applications: [preprint]

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Date
2017
Authors
Malaschonok, Gennadi
Ilchenko, E.
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Abstract
We consider the class of block-recursive matrix algorithms. The most famous of them are standard and Strassen’s block matrix multiplication, Schur and Strassen’s block-matrix inversion. We demonstrate the results of experiments with parallel programms on the base of multidispatching.
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Keywords
computer algebra, matrix algorithms, block-recursive matrix algorithms, matrices, cluster menagement, sparse matrices, thesis, preprint
Citation
Malaschonok G. I. Sparse matrices in computer algebra when using distributed memory: theory and applications / G. Malaschonok, E. Ilchenko // 23rd Conference on Applications of Computer Algebra, Jerusalem, July 17-21. - 2017. - P. 280-285.