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THE AUGMENTED BLOCK CIMMINO DISTRIBUTED METHOD
DOI:10.1137/140961444.png)
摘要
En 中文
We introduce and study a novel way of accelerating the convergence of the block Cimmino method by augmenting the matrix so that the subspaces corresponding to the partitions are orthogonal. This results in a requirement to solve a relatively smaller symmetric positive definite system. We discuss several issues involved in a parallel implementation and illustrate the performance of our method on some realistic test problems.
Keyword:
hybrid methods
distributed solver
sparse matrices
row-projection techniques
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2.6
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5.1K
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1.8W
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